CINXE.COM

<br> <!DOCTYPE html> <html lang="en"> <head> <meta charset="utf-8"> <meta name="viewport" content="width=device-width, initial-scale=1.0"> <meta name="copyright" content="İTÜ Öğrenci İşleri Daire Başkanlığı © 2018 Web tasarım ve programlama Enes OK" /> <meta name="author" content="Urban Design Master of Science Program" /> <meta name="keywords" content="Urban Design Master of Science Program" /> <meta name="description" content="Urban Design Master of Science Program" /> <meta name="robots" content="all" /> <title>Urban Design Master of Science Program</title> <meta http-equiv="cache-control" content="max-age=0" /> <meta http-equiv="cache-control" content="no-cache" /> <meta http-equiv="expires" content="0" /> <meta http-equiv="expires" content="Tue, 01 Jan 1980 1:00:00 GMT" /> <meta http-equiv="pragma" content="no-cache" /> <link href="css/bootstrap.min.css" rel="stylesheet"> <link href="css/font-awesome.min.css" rel="stylesheet"> <link href="css/prettyPhoto.css" rel="stylesheet"> <link href="css/main.css" rel="stylesheet"> <link href="css/select2.min.css" rel="stylesheet"> <link href="css/acilirMenu.css" rel="stylesheet">  <link rel="shortcut icon" href="images/ico/favicon.ico"> <link rel="apple-touch-icon-precomposed" sizes="144x144" href="images/ico/apple-touch-icon-144-precomposed.png"> <link rel="apple-touch-icon-precomposed" sizes="114x114" href="images/ico/apple-touch-icon-114-precomposed.png"> <link rel="apple-touch-icon-precomposed" sizes="72x72" href="images/ico/apple-touch-icon-72-precomposed.png"> <link rel="apple-touch-icon-precomposed" href="images/ico/apple-touch-icon-57-precomposed.png"> <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/font-awesome/4.5.0/css/font-awesome.min.css"> <link rel="stylesheet" href="http://cdn.bootcss.com/animate.css/3.5.1/animate.min.css"> <link rel="stylesheet" href="css/mystyle.css">  <link href="css/dataTables.bootstrap.css" rel="stylesheet">  <link href="css/dataTables.responsive.css" rel="stylesheet">  <style> #back2Top { width: 30px; line-height: 30px; overflow: hidden; z-index: 999; display: none; cursor: pointer; -moz-transform: rotate(270deg); -webkit-transform: rotate(270deg); -o-transform: rotate(270deg); -ms-transform: rotate(270deg); transform: rotate(270deg); position: fixed; bottom: 80px; right: 15px; background-color: 862633; color: #d5d8dc; text-align: center; font-size: 15px; text-decoration: none; border-radius:50%; } #back2Top:hover { background-color: #17202a; color: #e67e22; } </style> </head> <body data-spy="scroll" data-target="#navbar" data-offset="0" onload="AktifOgrSayisi('KET_KT_YL')" > <header id="header" role="banner"> <div class="container"> <div id="navbar" class="navbar navbar-default"> <div class="navbar-header"> <button type="button" class="navbar-toggle" data-toggle="collapse" data-target=".navbar-collapse"> <span class="sr-only">Toggle navigation</span> <span class="icon-bar"></span> <span class="icon-bar"></span> <span class="icon-bar"></span> </button> <a href="index.php?Dili=EN"><img src="data:image/png;base64,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"/></a> </div> <div class="collapse navbar-collapse" > <p align="right" style="margin:5px" > <span class="glyphicon glyphicon-globe" aria-hidden="true"></span> <a href="ProgramHakkinda.php?Program=KET_KT_YL&Dili=TR">Türkçe</a> <br> </p> <ul class="nav nav-tabs nav-justified"> <li><a href="index.php?Dili=EN"><i class="icon-home"></i> <b>Home Page</b></a></li> <li><a href="Programlar.php?Birim=SG&Dili=EN">| <b>Associate</b></a></li> <li><a href="Birimler.php?Dili=EN">| <b>Undergraduate</b></a></li> <li><a href="Programlar-LE.php?Birim=LE&Dili=EN">| <b>Graduate</b></a></li> <li class="active" ><a href="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN">| <b>Program Information</b></a></li> </ul> </div> <div class="col-md-8"> <h4 style="font-size:18px; margin-top:0px;color:862633;font-weight:bold;"> Urban Design Master of Science Program</h4> </div> <div class="col-md-4 text-left"> <br><span class="glyphicon glyphicon-search" aria-hidden="true"></span> <select class="dynamic_select" id="dynamic_select" width="90%" style="width:90%" style="margin-top:2px;"> <option value="" selected></option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN" >* All Information About the Program</option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SProgramHakkinda" >* Information About The Program / Program's Website.</option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SProgramProfili" >* Program Profile </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SIstOgrenciSayisi" >* Number of Female/Male Students </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SKayitKabulSartlari" >* Registration Requirements and Quota </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SOgrenmeOrtamlari" >* Program Learning Environments </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SIngilizceYeterlilik" >* English Proficiency / Valid English Exams and Minimum Scores </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SMevzuat" >* Regulations and Guidelines </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SAkademikTakvim" >* Academic Calendar </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SDersPlani" >* Course Plans</option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SDersProgrami" >* Course Schedules </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SIntibakMuafiyet" >* Course Adjustment and Exemption Procedures </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SEgitimAmaclari" >* Program Educational Objectives </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SOlcmeDegerlendirme" >* Ölçme ve Değerlendirme </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SStaj" >* Internship </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SMezuniyetKosullari" >* Graduation Requirements </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SDereceUnvan" >* The Awarded Degree and Title </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SIstidhamOlanaklari" >* Program Employment Opportunities </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SIstMezun" >* Number of Graduates </option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SMatris" >* Program Outcomes </option>  <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SBolumBaskani" >* Head of the Department</option> <option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN&SayfaBaslik=SProgramSorumlusu" >* Program Coordinator</option> <option value="Programlar.php?Birim=IN&Dili=EN">- Faculty of Civil Engineering</option><option value="Programlar.php?Birim=MM&Dili=EN">- Faculty of Architecture</option><option value="Programlar.php?Birim=MK&Dili=EN">- Faculty of Mechanical Engineering</option><option value="Programlar.php?Birim=EE&Dili=EN">- Faculty of Electrical and Electronics Engineering</option><option value="Programlar.php?Birim=MD&Dili=EN">- Faculty of Mines</option><option value="Programlar.php?Birim=KM&Dili=EN">- Faculty of Chemical and Metallurgical Engineering</option><option value="Programlar.php?Birim=IS&Dili=EN">- Faculty of Management</option><option value="Programlar.php?Birim=GD&Dili=EN">- Faculty of Naval Architecture and Ocean Engineering</option><option value="Programlar.php?Birim=FE&Dili=EN">- Faculty of Science and Letters</option><option value="Programlar.php?Birim=UU&Dili=EN">- Faculty of Aeronautics and Astronautics</option><option value="Programlar.php?Birim=KO&Dili=EN">- Turkish Music State Conservatory</option><option value="Programlar.php?Birim=DZ&Dili=EN">- Faculty of Maritime</option><option value="Programlar.php?Birim=TK&Dili=EN">- Faculty of Textile Technologies and Design</option><option value="Programlar.php?Birim=BB&Dili=EN">- Faculty of Computer and Informatics Engineering</option><option value="Programlar.php?Birim=KK&Dili=EN">- ITU-TRNC Education-Research Campuses</option><option value="Programlar.php?Birim=LE&Dili=EN">Graduate School</option><option value="ProgramHakkinda.php?Program=ADM_AT_YL&Dili=EN">- Offshore Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=ADM_AZ_YL&Dili=EN">- Offshore Engineering Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=AYN_AB_DR&Dili=EN">- Disaster Science and Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=AYN_AT_YL&Dili=EN">- Disaster Management Master of Science Program</option><option value="ProgramHakkinda.php?Program=AKB_TY_YL&Dili=EN">- Smart Buildings and Facilities Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=MTO_MM_DR&Dili=EN">- Atmospheric Sciences Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MTO_MM_YL&Dili=EN">- Atmospheric Sciences Master of Science Program</option><option value="ProgramHakkinda.php?Program=BST_LS&Dili=EN">- Composition Bachelor of Arts Program</option><option value="ProgramHakkinda.php?Program=BGM_KR_DR&Dili=EN">- Cybersecurity Engineering and Cryptography Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=BGM_KR_YL&Dili=EN">- Cybersecurity Engineering and Cryptography Master of Science Program</option><option value="ProgramHakkinda.php?Program=BTK_BT_YL&Dili=EN">- Information Technologies Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=BLG_HB_DR&Dili=EN">- Information and Communication Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=BLG_HB_YL&Dili=EN">- Information and Communication Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=BBL_BB_DR&Dili=EN">- Computer Sciences Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=BBL_BB_YL&Dili=EN">- Computer Sciences Master of Science Program</option><option value="ProgramHakkinda.php?Program=BLG_BG_DR&Dili=EN">- Computer Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=BLG_BG_YL&Dili=EN">- Computer Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=BLG_LS&Dili=EN">- Computer Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=CES_LS&Dili=EN">- Computer Engineering (ddp, Bosnia&herzegovina) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=BTT_BT_DR&Dili=EN">- History of Science and Technology Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=BTT_BT_YL&Dili=EN">- History of Science and Technology Master of Science Program</option><option value="ProgramHakkinda.php?Program=BTT_TT_YL&Dili=EN">- Science, Technology and Society Master of Science Program</option><option value="ProgramHakkinda.php?Program=SBL_LS&Dili=EN">- Information Systems Engineering (suny Binghamton University) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=ELH_BM_YL&Dili=EN">- Biomedical Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=ELH_BM_DR&Dili=EN">- Biomedical Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MBI_LS&Dili=EN">- Bioengineering (montana State University) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=SBP_BP_YL&Dili=EN">- Regional Planning Master of Science Program</option><option value="ProgramHakkinda.php?Program=VIA_IA_YL&Dili=EN">- Big Data and Business Analytics Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=BVA_IA_YL&Dili=EN">- Big Data and Business Analytics Master of Science Program</option><option value="ProgramHakkinda.php?Program=CTT_CT_YL&Dili=EN">- Facade Design and Technology Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=CHZ_LS&Dili=EN">- Mineral Processing Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=CVH_CV_DR&Dili=EN">- Mineral Processing Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=CVH_CV_YL&Dili=EN">- Mineral Processing Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=CBT_CT_DR&Dili=EN">- Geographical Information Technologies Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=CBT_CT_YL&Dili=EN">- Geographical Information Technologies Master of Science Program</option><option value="ProgramHakkinda.php?Program=CEB_LS&Dili=EN">- Instrumental Performance Bachelor of Arts Program</option><option value="ProgramHakkinda.php?Program=CGS_CS_YL&Dili=EN">- Instrument - Voice Master of Arts Program</option><option value="ProgramHakkinda.php?Program=CBY_CB_YL&Dili=EN">- Environmental Sciences, Engineering and Management Master of Science Program</option><option value="ProgramHakkinda.php?Program=CBY_CB_DR&Dili=EN">- Environmental Sciences, Engineering and Management Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=CEV_EB_DR&Dili=EN">- Environmental Biotechnology Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=CEV_EB_YL&Dili=EN">- Environmental Biotechnology Master of Science Program</option><option value="ProgramHakkinda.php?Program=MIM_CY_YL&Dili=EN">- Environmental Control and Construction Technologies Master of Science Program</option><option value="ProgramHakkinda.php?Program=CEV_LS&Dili=EN">- Environmental Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=DUI_LS&Dili=EN">- Maritime Transportation Management Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=SDU_LS&Dili=EN">- Maritime Transportation Management Engineering (suny Maritime) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=DUM_DU_DR&Dili=EN">- Maritime Transportation Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=DUM_DU_YL&Dili=EN">- Maritime Transportation Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=DUY_DU_YL&Dili=EN">- Management of Maritime Transportation Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=DZC_DC_YL&Dili=EN">- Maritime Studies Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=DZC_DN_DR&Dili=EN">- Maritime Studies Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=DZC_DN_YL&Dili=EN">- Maritime Studies Master of Science Program</option><option value="ProgramHakkinda.php?Program=DEP_DM_DR&Dili=EN">- Earthquake Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=DEP_DM_YL&Dili=EN">- Earthquake Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=ECN_LS&Dili=EN">- Economics Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=ESS_LS&Dili=EN">- Economics (ddp, Bosnia&herzegovina) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=ELK_EL_DR&Dili=EN">- Electrical Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=ELK_EL_YL&Dili=EN">- Electrical Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=ELK_LS&Dili=EN">- Electrical Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=ELH_EL_DR&Dili=EN">- Electronics Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=ELH_EL_YL&Dili=EN">- Electronics Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=EHB_LS&Dili=EN">- Electronics and Communication Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=EHN_LS&Dili=EN">- Electronics and Communications Engineering (new Jersey Institute of Technology) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=EHS_LS&Dili=EN">- Electronics and Communication Engineering (ddp, Bosnia&herzegovina) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=END_EM_DR&Dili=EN">- Industrial Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=END_EM_YL&Dili=EN">- Industrial Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=END_LS&Dili=EN">- Industrial Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=SED_LS&Dili=EN">- Industrial Engineering (ddp-suny Binghamton Üniversity) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=ETY_ET_DR&Dili=EN">- Industrial Design Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=ETY_ET_YL&Dili=EN">- Industrial Design Master of Science Program</option><option value="ProgramHakkinda.php?Program=ENT_LS&Dili=EN">- Industrial Design Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=EBT_EB_DR&Dili=EN">- Energy Science and Technology Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=EBT_EB_YL&Dili=EN">- Energy Science and Technology Master of Science Program</option><option value="ProgramHakkinda.php?Program=FIZ_FM_DR&Dili=EN">- Physics Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=FIZ_FM_YL&Dili=EN">- Physics Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=FIZ_LS&Dili=EN">- Physics Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=GGP_GG_YL&Dili=EN">- Real Estate Development Master of Science Program</option><option value="ProgramHakkinda.php?Program=GDP_GD_YL&Dili=EN">- Traditional Dances Master of Arts Program</option><option value="ProgramHakkinda.php?Program=GEM_GI_DR&Dili=EN">- Naval Architecture and Marine Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=GEM_GI_YL&Dili=EN">- Naval Architecture and Marine Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=GEM_LS&Dili=EN">- Naval Architecture and Marine Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=SGI_LS&Dili=EN">- Naval Architecture and Marine Engineering (ddp-strathclyd) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=GMI_LS&Dili=EN">- Marine Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=SGM_LS&Dili=EN">- Marine Engineering (suny Maritime) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=DEN_DT_DR&Dili=EN">- Shipbuilding and Ocean Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=DEN_DT_YL&Dili=EN">- Shipbuilding and Ocean Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=DEN_LS&Dili=EN">- Shipbuilding and Ocean Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=JDF_GE_DR&Dili=EN">- Geomatics Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=JDF_GE_YL&Dili=EN">- Geomatics Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=GID_GM_DR&Dili=EN">- Food Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=GID_GM_YL&Dili=EN">- Food Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=GID_LS&Dili=EN">- Food Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=GYY_GY_YL&Dili=EN">- Entrehreneurship and Innovation Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=HTA_LS&Dili=EN">- Geomatics Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=HAY_YM_YL&Dili=EN">- Aerospace Structures and Materials Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=HTY_HT_YL&Dili=EN">- Air Transport Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=HGP_MY_YL&Dili=EN">- Apparel Retail and Fashion Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=HBM_HB_DR&Dili=EN">- Computational Science and Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=HBM_HB_YL&Dili=EN">- Computational Science and Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=INS_HS_DR&Dili=EN">- Hydraulics and Water Resources Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=INS_HS_YL&Dili=EN">- Hydraulics and Water Resources Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_EN_YL&Dili=EN">- Heat-fluid Master of Science Program</option><option value="ProgramHakkinda.php?Program=IMT_IM_YL&Dili=EN">- Interior Architectural Design Master of Arts Program</option><option value="ProgramHakkinda.php?Program=ICM_LS&Dili=EN">- Interior Architecture Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=IBM_LS&Dili=EN">- Climate Science and Meteorological Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=IKT_IN_DR&Dili=EN">- Economics (english) Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=IKT_IN_YL&Dili=EN">- Economics (english) Master of Arts Program</option><option value="ProgramHakkinda.php?Program=HUR_HR_YL&Dili=EN">- Human Resources Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=INK_IK_YL&Dili=EN">- Human Resources Management Master of Science Program</option><option value="ProgramHakkinda.php?Program=INS_LS&Dili=EN">- Civil Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=AIN_LS&Dili=EN">- İnşaat Mühendisliği (uolp-azerbaycan Mimarlık ve İnşaat Üniversitesi) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=SIN_LS&Dili=EN">- Civil Engineering (suny Buffalo) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=IPY_IP_YL&Dili=EN">- Construction Project Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=IYB_IY_YL&Dili=EN">- Information Technologies In Construction Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=ISG_IS_YL&Dili=EN">- Occupational Safety and Health Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=ISL_IS_DR&Dili=EN">- Business Administration Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=ISS_IS_YL&Dili=EN">- Business Administration Master of Business Administration Without Thesis Program</option><option value="ProgramHakkinda.php?Program=ISS_IT_YL&Dili=EN">- Business Administration Master of Business Administration Program</option><option value="ProgramHakkinda.php?Program=IST_IT_YL&Dili=EN">- Executive (mba- Itu-kktc) Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=SIS_LS&Dili=EN">- Business (suny New Paltz) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=ISL_IM_DR&Dili=EN">- Management Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=ISL_IM_YL&Dili=EN">- Management Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=ISL_LS&Dili=EN">- Management Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=ITY_IT_YL&Dili=EN">- Business Administration and Technology Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=CEN_LS&Dili=EN">- Itu-trnc Computer Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MTM_LS&Dili=EN">- Itu-trnc Maritime Transportation Management Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MMD_LS&Dili=EN">- Itu-trnc Maritime Business Management Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=EFN_LS&Dili=EN">- Itu-trnc Economics and Finance Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=EEE_LS&Dili=EN">- Itu-trnc Electrical Electronics Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=IND_LS&Dili=EN">- Itu-trnc Industrial Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=NAE_LS&Dili=EN">- Itu-trnc Naval Architecture and Marine Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MEN_LS&Dili=EN">- Itu-trnc Marine Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=IAD_LS&Dili=EN">- Itu-trnc Interior Architecture Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=ARC_LS&Dili=EN">- Itu-trnc Architecture Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=JEO_AT_YL&Dili=EN">- Geoanthropology Master of Science Program</option><option value="ProgramHakkinda.php?Program=JEO_JD_DR&Dili=EN">- Geodynamics Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=JEO_JD_YL&Dili=EN">- Geodynamics Master of Science Program</option><option value="ProgramHakkinda.php?Program=JEF_JF_DR&Dili=EN">- Geophysics Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=JEF_JF_YL&Dili=EN">- Geophysics Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=JEF_LS&Dili=EN">- Geophysical Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=JEO_JM_DR&Dili=EN">- Geological Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=JEO_LS&Dili=EN">- Geological Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=JEO_UJ_YL&Dili=EN">- Geological Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_KC_YL&Dili=EN">- Solid Mechanics Master of Science Program</option><option value="ProgramHakkinda.php?Program=KET_KT_YL&Dili=EN">- Urban Design Master of Science Program</option><option value="ProgramHakkinda.php?Program=KBM_KB_DR&Dili=EN">- Coastal Sciences and Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=KBM_KB_YL&Dili=EN">- Coastal Sciences and Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=KIM_KY_DR&Dili=EN">- Chemistry Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=KIM_KY_YL&Dili=EN">- Chemistry Master of Science Program</option><option value="ProgramHakkinda.php?Program=KIM_LS&Dili=EN">- Chemistry Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=KMM_KM_DR&Dili=EN">- Chemical Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=KMM_KM_YL&Dili=EN">- Chemical Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=KMM_LS&Dili=EN">- Chemical Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_KS_YL&Dili=EN">- Mechanical Design Master of Science Program</option><option value="ProgramHakkinda.php?Program=KOM_KO_DR&Dili=EN">- Control and Automation Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=KOM_KO_YL&Dili=EN">- Control and Automation Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=KOM_LS&Dili=EN">- Control and Automation Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=KTB_KB_YL&Dili=EN">- Polar Sciences (english) Master of Science Program</option><option value="ProgramHakkinda.php?Program=MAD_LS&Dili=EN">- Mining Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MAD_MM_DR&Dili=EN">- Mining Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MAD_MM_YL&Dili=EN">- Mining Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_MD_YL&Dili=EN">- Machine Dynamics, Vibration and Accoustics Master of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_LS&Dili=EN">- Mechanical Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_MK_DR&Dili=EN">- Mechanical Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MSS_LS&Dili=EN">- Mechanical Engineering (ddp, Bosnia&herzegovina) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=MBM_MB_DR&Dili=EN">- Material Science and Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MBM_MB_YL&Dili=EN">- Material Science and Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MET_ML_YL&Dili=EN">- Materials Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_MI_YL&Dili=EN">- Materials and Manufacture Master of Science Program</option><option value="ProgramHakkinda.php?Program=MAT_LS&Dili=EN">- Mathematics Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MAT_MM_DR&Dili=EN">- Mathematical Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MAT_MM_YL&Dili=EN">- Mathematical Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MKM_MK_DR&Dili=EN">- Mechatronics Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MKM_MK_YL&Dili=EN">- Mechatronics Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MET_MM_DR&Dili=EN">- Metallurgical and Materials Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MET_LS&Dili=EN">- Metallurgical and Materials Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MTO_LS&Dili=EN">- Meteorological Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MIM_MS_DR&Dili=EN">- Architectural Design Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MIM_MS_YL&Dili=EN">- Architectural Design Master of Science Program</option><option value="ProgramHakkinda.php?Program=MTB_MT_DR&Dili=EN">- Architectural Design Computing Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MTB_MT_YL&Dili=EN">- Architectural Design Computing Master of Science Program</option><option value="ProgramHakkinda.php?Program=MIM_LS&Dili=EN">- Architecture Bachelor of Architecture Program</option><option value="ProgramHakkinda.php?Program=MIM_TM_YL&Dili=EN">- Architecture Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=SAS_LS&Dili=EN">- Architecture (ddp, Bosnia&herzegovina) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=MIM_TA_DR&Dili=EN">- Architectural History Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MIM_TA_YL&Dili=EN">- Architectural History Master of Science Program</option><option value="ProgramHakkinda.php?Program=SMT_LS&Dili=EN">- Fashion Design (suny Fashion Institute of Technology) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=BIO_LS&Dili=EN">- Molecular Biology and Genetics Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MBG_MG_DR&Dili=EN">- Molecular Biology-genetics and Biotechnology Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MBG_MG_YL&Dili=EN">- Molecular Biology-genetics and Biotechnology Master of Science Program</option><option value="ProgramHakkinda.php?Program=END_MY_YL&Dili=EN">- Engineering Management Master of Science Program</option><option value="ProgramHakkinda.php?Program=MHN_MY_YL&Dili=EN">- Engineering Management Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=MDP_MZ_DR&Dili=EN">- Music Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MDP_MZ_YL&Dili=EN">- Music Master of Arts Program</option><option value="ProgramHakkinda.php?Program=MUZ_MU_YL&Dili=EN">- Music Master of Arts Without Thesis Program</option><option value="ProgramHakkinda.php?Program=MZT_LS&Dili=EN">- Music Technology Bachelor of Arts Program</option><option value="ProgramHakkinda.php?Program=MTR_LS&Dili=EN">- Music Theory Bachelor of Arts Program</option><option value="ProgramHakkinda.php?Program=MZT_KM_YL&Dili=EN">- Music Theory and Composition Master of Arts Program</option><option value="ProgramHakkinda.php?Program=MUZ_LS&Dili=EN">- Musicology Bachelor of Arts Program</option><option value="ProgramHakkinda.php?Program=MZJ_MJ_YL&Dili=EN">- Musicology Master of Arts Program</option><option value="ProgramHakkinda.php?Program=MJT_MM_DR&Dili=EN">- Musicology and Music Theory Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=NAS_NE_DR&Dili=EN">- Nano-science and Nano-engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=NAS_NE_YL&Dili=EN">- Nano Science and Nano Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=NEM_NE_DR&Dili=EN">- Nuclear Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=NEM_NE_YL&Dili=EN">- Nuclear Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_OT_YL&Dili=EN">- Automotive Master of Science Program</option><option value="ProgramHakkinda.php?Program=GAM_OE_YL&Dili=EN">- Game and Interaction Technologies Master of Science Program</option><option value="ProgramHakkinda.php?Program=PET_PD_DR&Dili=EN">- Petroleum and Natural Gas Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=PET_PD_YL&Dili=EN">- Petroleum and Natural Gas Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=PET_LS&Dili=EN">- Petroleum and Natural Gas Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=PEM_LS&Dili=EN">- Landscape Architecture Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=PEM_PM_DR&Dili=EN">- Landscape Architecture Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=PEM_PM_YL&Dili=EN">- Landscape Architecture Master of Science Program</option><option value="ProgramHakkinda.php?Program=PST_PS_DR&Dili=EN">- Polymer Science and Technology Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=PST_PS_YL&Dili=EN">- Polymer Science and Technology Master of Science Program</option><option value="ProgramHakkinda.php?Program=MIM_PY_DR&Dili=EN">- Project and Construction Management Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MIM_PY_YL&Dili=EN">- Project and Construction Management Master of Science Program</option><option value="ProgramHakkinda.php?Program=RAD_RD_YL&Dili=EN">- Radiation Science and Technology Master of Science Program</option><option value="ProgramHakkinda.php?Program=RSM_RS_YL&Dili=EN">- Railway Systems Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=MIM_RT_DR&Dili=EN">- Restoration Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MIM_RT_YL&Dili=EN">- Restoration Master of Science Program</option><option value="ProgramHakkinda.php?Program=ROS_LS&Dili=EN">- Robotics and Autonomous Systems Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=RHA_RT_YL&Dili=EN">- Rotor Aero Vehicles Technologies Master of Science Without Thesis Program</option><option value="ProgramHakkinda.php?Program=STR_ST_DR&Dili=EN">- Art History Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=STR_ST_YL&Dili=EN">- Art History Master of Arts Program</option><option value="ProgramHakkinda.php?Program=SVT_SV_YL&Dili=EN">- Defense Technologies Master of Science Program</option><option value="ProgramHakkinda.php?Program=SVT_SV_DR&Dili=EN">- Defense Technologies Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=MET_SR_YL&Dili=EN">- Ceramics Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=SES_LS&Dili=EN">- Voice Bachelor of Arts Program</option><option value="ProgramHakkinda.php?Program=SAO_OL&Dili=EN">- Cyber Security Analyst and Operator Associate Program</option><option value="ProgramHakkinda.php?Program=SEC_LS&Dili=EN">- Cyber security Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MAK_SD_YL&Dili=EN">- System Dynamics and Control Master of Science Program</option><option value="ProgramHakkinda.php?Program=SYC_TD_DR&Dili=EN">- Political and Social Thought Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=SYC_SY_YL&Dili=EN">- Political Studies Master of Arts Program</option><option value="ProgramHakkinda.php?Program=SUS_SU_YL&Dili=EN">- Sustainability Master of Science Program</option><option value="ProgramHakkinda.php?Program=SBP_SP_YL&Dili=EN">- Urban Planning Master of Science Program</option><option value="ProgramHakkinda.php?Program=SBP_LS&Dili=EN">- Urban and Regional Planning Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=SBP_SB_DR&Dili=EN">- Urban and Regional Planning Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=STP_LS&Dili=EN">- Textile Development and Marketing (suny Fashion Institute of Technology) International Joint Degree Programmes</option><option value="ProgramHakkinda.php?Program=TEK_LS&Dili=EN">- Textile Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=TEK_TK_DR&Dili=EN">- Textile Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=TEK_TK_YL&Dili=EN">- Textile Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=ELH_TL_DR&Dili=EN">- Telecommunication Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=ELH_TL_YL&Dili=EN">- Telecommunication Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=THO_LS&Dili=EN">- Turkish Folk Dances Bachelor of Arts Program</option><option value="ProgramHakkinda.php?Program=UCK_LS&Dili=EN">- Aeronautical Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=UUM_UU_DR&Dili=EN">- Aeronautics and Astronautics Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=UUM_UU_YL&Dili=EN">- Aeronautics and Astronautics Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=INS_UL_DR&Dili=EN">- Transport Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=INS_UL_YL&Dili=EN">- Transport Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=UAH_UA_DR&Dili=EN">- Satellite Communication and Remote Sensing Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=UAH_UA_YL&Dili=EN">- Satellite Communication and Remote Sensing Master of Science Program</option><option value="ProgramHakkinda.php?Program=UZB_LS&Dili=EN">- Astronautical Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MET_UT_YL&Dili=EN">- Production Metallurgy and Technologies Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=VBA_LS&Dili=EN">- Data Science and Analytics Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=YZV_LS&Dili=EN">- Artificial Intelligence and Data Engineering Bachelor of Science Program</option><option value="ProgramHakkinda.php?Program=MIM_YM_DR&Dili=EN">- Construction Sciences Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=INS_YI_YL&Dili=EN">- Construction Management Master of Science Program</option><option value="ProgramHakkinda.php?Program=INS_YA_DR&Dili=EN">- Structural Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=INS_YA_YL&Dili=EN">- Structural Engineering Master of Science Program</option><option value="ProgramHakkinda.php?Program=ITT_TT_YL&Dili=EN">- Innovative Technical Textiles Master of Science Program</option><option value="ProgramHakkinda.php?Program=IDB_YS_DR&Dili=EN">- Earth System Sciences Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=IDB_YS_YL&Dili=EN">- Earth System Science Master of Science Program</option><option value="ProgramHakkinda.php?Program=MBA_IS_YL&Dili=EN">- Executive Master of Business Administration Master of Arts Without Thesis Program</option><option value="ProgramHakkinda.php?Program=INS_ZG_DR&Dili=EN">- Ground Mechanics and Geotechnical Engineering Doctor of Philosophy Program</option><option value="ProgramHakkinda.php?Program=INS_ZG_YL&Dili=EN">- Soil Mechanics and Geotechnical Engineering Master of Science Program</option> </select> </div> </div> </div> </header> <div class="container" style="margin-top:170px;background-color:862633" > <div class="box first" style="padding-top:5px" > <div class="row" style="padding-top:5px;font-family:Tahoma" > <div class="programhakkinda"> <div style="width=100%;text-align:justify;" ><br> The information and program qualifications related to <b>the Urban Design Master of Science Program</b>, under the Department of Urban Design of the Graduate School, are summarized below.<br><br></div> <a name="ProgramHakkinda"></a> <h4 class="altbaslik"> <img src="data:image/png;base64,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" width="40px" /> Information About The Program</h4> <div class="panel" style="padding:10px;text-align:justify;"> <div class="col-md-4"> <img src="data:image/png;base64,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" width="100%" style="border: 3px solid #862633" /> </div> <div class="col-md-8"> </div> <a name="ProgramWebSayfasi"></a> <div class="col-md-12"> Interdisciplinary Urban Design MSc Program is conducted under the auspices of ITU Graduate School of Science, Engineering and Technology in collaboration with three departments: Architecture, Urban and Regional Planning, and Landscape Architecture in the Faculty of Architecture. The program was founded in 1988 as part of ITU Institute of Science and Technology with the title “Urban Design Masters and PhD Program”. The program which was updated during the revision of ITU graduate programs in 2002, PhD program was ended and Masters' program gained an interdisciplinary dimension.<br />Urban design is an essential tool for conserving local and authentic values against the rapidly changing world. Therefore, creative and aesthetic urban environment respecting society and its past is fundamental to urban design. Urban design is concerned with improving the quality of urban space and its environment on a human-scale. The scope of the program is ensuring expertise in the field of urban design and providing the academic framework for studies regarding both the theoretical and practical aspects of the area. <br />Focusing on improving urban spatial quality and physical form, the urban design program aims to make students qualified specialists in the field of urban design and to have them capable of evaluating recent trends in urban design theories, practices, methods and processes.<br />The mission of the urban design program is providing a solid background on the expansion of urban design theory and methodology, and ensuring the skills of implementation about improving the spatial quality of the urban area.<br />The current Urban Design MSc Program requires a total of 36 credits (90 ECTS). The Program includes compulsory courses (24 credits – 12-credit project and 12-credit lecture), electives (12-credits lecture) and a non-credit Scientific Research, Ethics and Seminars. The program is completed with the submission and approval of a thesis. <br />The Urban Design Program provides architecture, urban planning and landscape architecture students with the knowledge and skills of urban design theory and practices. The courses include topics on research methodology, theory, design and other related fields of urban design study. The areas of study offered by this Interdisciplinary Urban Design MSc Program are “Environmental Quality of the Urban Spaces”, “Urban Design Standards”, “Urban Preservation and Renewal”, “Design of New Residential Areas”, “Universal Design”, “Urban Image and Identity” and “Evaluation and Design of Public Areas”. The curriculum of Urban Design Master Program at ITU intends to cover the following dimensions of urban design; technological, ecological, transportation, visual communication, urban sociology, urban law and economy.<br><br><a href="https://kentseltasarim.itu.edu.tr/" target="_blank"><span class="glyphicon glyphicon-link" aria-hidden="true"></span> Click here for the program's website.</a> <br></div> </div> <div class="row"></div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="40px"/> Registration Requirements</h4> <div style="padding:10px;text-align:justify;"><b>Application Term : </b> 2024-2025 Spring Semester <br><b>Application Dates : </b> 06.12.2024 09:00:00 - 03.02.2025 17:00:00 ( UTC/GMT+3 )<br><br><b>Application Requirements (For T.C Nationality)</b> <br>ALES Numerical must be minimum 75 (old system GRE Quantitative minimum 700, new system GRE minimum 155 ). Undergraduate GPA must be minimum 3.00/4 (76.66/100). Graduation must be Urban Design and Landscape Architecture, Architecture, Landscape Architecture, Urban and Regional Planning. Candidates must attend to interview with a minimum of 2 reference letters and a portfolyo.<br><b>Quota (For T.C Nationality): </b>5<br><br><b>Application Requirements (For International Students)</b> <br>ALES Numerical must be minimum 75 (old system GRE Quantitative minimum 700, new system GRE minimum 155 ). Undergraduate GPA must be minimum 3.00/4 (76.66/100). Graduation must be Urban Design and Landscape Architecture, Architecture, Landscape Architecture, Urban and Regional Planning. Candidates must attend to interview with a minimum of 2 reference letters and a portfolyo.<br><b>Quota (For International Students): </b>2<br><br><b>Transfer Quota : </b>1<br><br><a href="https://www.sis.itu.edu.tr/EN/application-admission/application-admission.php" target=\"_blank"><span class="glyphicon glyphicon-link" aria-hidden="true"></span> Application Page</a><br><a href="https://www.sis.itu.edu.tr/TR/mevzuat/lisansustu-esaslar.php" target=\"_blank"><span class="glyphicon glyphicon-link" aria-hidden="true"></span> Graduate Education and Training Regulation Senate Principles</a><br><br><img src="data:image/png;base64,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" /> Application requirements, application dates, and quotas are updated in real-time from the Application System.<br></div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> English Proficiency</h4> <div style="padding:10px;text-align:justify;"> <ul><li><a href="https://www.sis.itu.edu.tr/TR/mevzuat/ingilizce-gecerli-sinavlar.php" target=\"_blank"><span class="glyphicon glyphicon-link" aria-hidden="true"></span> Valid English Exams and Minimum Scores</a></li></ul> </div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Regulations and Guidelines</h4> <div style="padding:10px;text-align:justify;"><a href="https://www.sis.itu.edu.tr/TR/mevzuat/mevzuat.php" target=\"_blank"> <span class="glyphicon glyphicon-link" aria-hidden="true"></span> Regulations and Guidelines </a></div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Academic Calendar</h4> <div style="padding:10px;text-align:justify;"><a href="https://www.takvim.sis.itu.edu.tr/AkademikTakvim/EN/academic-calendar/AkademikTakvimTablo.php" target=\"_blank"> <span class="glyphicon glyphicon-link" aria-hidden="true"></span> Academic Calendar </a></div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Course Plans</h4> <div class="panel" style="padding:10px;text-align:justify;"><ul><li><a href="https://obs.itu.edu.tr/public/DersPlan/DersPlanlariList?programKodu=KET_KT_YL&planTipiKodu=yuksek-lisans" target="_blank"><span class="glyphicon glyphicon-link" aria-hidden="true"></span> Urban Design Master of Science Program Course Plan</a></li></ul></div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Course Schedules</h4> <div class="panel" style="padding:10px;text-align:justify;"><a href="https://www.sis.itu.edu.tr/TR/ogrenci/ders-programi/ders-programi.php?seviye=LU" target="_blank"><span class="glyphicon glyphicon-link" aria-hidden="true"></span> Course Schedule for the Offered Courses</a></li></div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Course Adjustment and Exemption Procedures</h4> <div class="panel" style="padding:10px;text-align:justify;"> Course adjustment and exemption procedures are carried out in accordance with the Exemption and Adjustment Procedures Regulation of Istanbul Technical University. <br><a href="https://www.sis.itu.edu.tr/TR/mevzuat/muafiyet-intibak-yonerge.php" target=\"_blank"><span class="glyphicon glyphicon-link" aria-hidden="true"></span> Exemption and Adjustment Procedures Regulation</a> </div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Program Educational Objectives</h4> <div class="panel" style="padding:10px;text-align:justify;"> Program Educational Objectives are listed below:<br />- Improving skills for the development and implementation of the scientific methodology,<br />- Understanding the history of urban space and developing proposals for the future,<br />- Ensuring creativity in the process of urban design and using effective presentation techniques,<br />- Imagining alternative urban design solutions,<br />- Using digital techniques and methods in urban design and implementation,<br />- Successful interdisciplinary collaboration and teamwork for urban design.<br /><br /> </div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="40px"/> Measurement and Evaluation</h4> <div class="panel" style="padding:10px;text-align:justify;"> <B>Evaluating Student Success</B> <BR>The student success is evaluated considering Articles 56, 57, 58, and 59 of the Istanbul Technical University Graduate Education and Training Regulation Senate Principles. <BR><BR><b>ARTICLE 56 -</b> Before the enrollment for the courses begins, the faculty member who offers the course informs the Program Executive Committee about the types, number and contribution percentage to the final grade of the studies within the semester, as well as requirements for a right to take the semester final exam. These requirements shall be finalized by approval of the Program Executive Committee and approval of the chair of the department, who declares them to the student and informs the Graduate School. <BR><BR><b>ARTICLE 57 - </b>A student may appeal the final grade of a course within one week following the announcement of the grades. Appeals must be submitted to the Graduate School in writing. The relevant faculty member shall re-evaluate the student's success status and submit the result to the Graduate School within one week. Appeals not submitted within the prescribed time frame shall not be considered by the Graduate School. <BR><BR><b>ARTICLE 58 -</b> Courses in graduate programs shall be evaluated according to the following grading system. <br> <table class="table table-responsive table-bordered table-hover programhakkinda" > <thead> <tr class="tablobaslik"> <th> Grade Description</th> <th> Grade </th> <th> Scale</th> </tr> </thead> <tr> <td>Excellent</td> <td>AA</td> <td>4.00</td> </tr> <tr> <td>Very good plus</td> <td>BA+</td> <td>3.75</td> </tr> <tr> <td>Very good</td> <td>BA</td> <td>3.50</td> </tr> <tr> <td>Good plus</td> <td>BB+</td> <td>3.25</td> </tr> <tr> <td>Good</td> <td>BB</td> <td>3.00</td> </tr> <tr> <td>Conditional Pass</td> <td>CB+</td> <td>2.75</td> </tr> <tr> <td>Conditional Pass</td> <td>CB</td> <td>2.50</td> </tr> <tr> <td>Conditional Pass</td> <td>CC+</td> <td>2.25</td> </tr> <tr> <td>Conditional Pass</td> <td>CC</td> <td>2.00</td> </tr> <tr> <td>Fail</td> <td>FF</td> <td>0.00</td> </tr> <tr> <td>Fail(No Exam)</td> <td>VF</td> <td>0.00</td> </tr> </table> <BR><b>ARTICLE 59 - </b> Students who wish to improve their cumulative grade point average may retake courses during the course-taking period. The most recent grade will be counted for the repeated courses.</div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Internship</h4> <div class="panel" style="padding:10px;text-align:justify;">There is no internship in this program.</div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Graduation Requirements</h4> <div class="panel" style="padding:10px;text-align:justify;">The current Interdisciplinary Urban Design MSc Program requires a total of 36 credits (90 ECTS). The Program includes compulsory courses (24 credits – 12-credit project and 12-credit lecture), electives (12-credits lecture) and a seminar presentation. The program is completed with the submission and approval of a thesis. <br /><br /></div> <h4 class="altbaslik"> <img src="data:image/png;base64,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" width="40px"/> The Awarded Degree and Title </h4> <div class="panel" style="padding:10px;text-align:justify;"><b>Degree : </b>Master of Science    <b>Title : </b> -</div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Program Employment Opportunities</h4> <div class="panel" style="padding:10px;text-align:justify;"> Graduates of the Urban Design Masters’ Program can work both in public and private sectors for the design of urban or rural settlements. In the public sector, they can be employed for urban design services on different levels from the highest level, such as ministries, to the smallest municipalities. Planners, in the private sector, can work as the urban designer at their planning, architecture and landscape architecture firms as well as in other real estate development agencies, banks, industrial entities, mass housing entities, investment companies as urban design expert planners, architects or landscape architects. </div> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="40px"/> Number of Graduates </h4> <div class="panel" style="padding:10px;text-align:justify;"> <b>Graduate Statistics</b><br> <div class="col-md-12"> <table class="table table-responsive table-bordered table-hover programhakkinda" > <tr class="tablobaslik"><td>Year</td><td>Number of Graduates</td></tr><tr><td>2013</td><td>7</td></tr><tr><td>2014</td><td>17</td></tr><tr><td>2015</td><td>18</td></tr><tr><td>2016</td><td>5</td></tr><tr><td>2017</td><td>14</td></tr><tr><td>2018</td><td>28</td></tr><tr><td>2019</td><td>33</td></tr><tr><td>2020</td><td>12</td></tr><tr><td>2021</td><td>13</td></tr><tr><td>2022</td><td>17</td></tr><tr><td>2023</td><td>17</td></tr><tr><td>2024</td><td>22</td></tr></table></div></div> <a name="PCiktilar"></a> <h4 class="altbaslik"><img src="data:image/png;base64,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" width="40px"/> Program Outcomes </h4><B>P.O.1</B> Learning and knowledge devising: Understanding, using, manipulating and reforming for interdisciplinary use urban planning knowledge depending on the requirements of the undergraduate level. <br><B>P.O.2</B> Research-Questioning: Researching on the field of study, questioning the information acquired and producing new pieces of knowledge. <br><B>P.O.3</B> Responsibility-taking: Debating on complex issues on the field of study, devising solutions, taking responsibilities to conduct independent research and leadership. <br><B>P.O.4</B> Presenting knowledge: Presenting visually and orally knowledge acquired on the field, supporting it with adequate and contemporary materials, using technology for studies, mastering a foreign language for oral and written communication. <br><B>P.O.5</B> Application: Supporting the knowledge acquired on the field with legal and political points in order to transform it to a strategic and interdisciplinary application. <br><B>P.O.6</B> Commitment to ethical values, teaching and creating social impact: Questioning social norms and mobilizng to change it where necessary, conducting all debate within the boundaries of scientific, cultural and ethical norms. <br><B>P.O.7</B> Sharing and contributing to academic value: Accessing and contributing to international academic sharing in interdsicplinary work. <br><h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Program Coordinator</h4> <div class="panel" style="padding:5px;text-align:justify;">Doç. Dr. Ebru Erbaş Gürler<br> E-mail: erbaseb@itu.edu.tr<br>Web: <a href="https://research.itu.edu.tr/tr/persons/erbaseb" target="_blank">https://research.itu.edu.tr/tr/persons/erbaseb</a></div><h4 class="altbaslik"><img src="data:image/png;base64,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" width="50px"/> Head of the Department</h4> <div class="panel" style="padding:10px;text-align:justify;">Doç. Dr. Ebru Erbaş Gürler<br> E-mail: erbaseb@itu.edu.tr <br>Web: <a href="https://research.itu.edu.tr/tr/persons/erbaseb" target="_blank">https://research.itu.edu.tr/tr/persons/erbaseb</a></div> </div> </div> </div> </div> <div class="container" style="margin-top:5px;"> <div class="box last" style="padding-top:5px;" > <div class="row" > <h4 class="altbaslik"> <img src="data:image/png;base64,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" width="40px"/> Links</h4> <div class="col-md-8"> <ul> <li><a href="https://portal.tyc.gov.tr" target="_blank" >Turkish Qualifications Database</a></li> <li><a href="http://www.itu.edu.tr" target="_blank" >ITU Home Page</a></li> <li><a href="http://www.lee.itu.edu.tr/en/home-page" target="_blank">ITU Graduate School</a></li> <li><a href="https://kentseltasarim.itu.edu.tr/" target="_blank">İTÜ Urban Design Master of Science Program</a></li> <li><a href="http://www.odek.itu.edu.tr" target="_blank" >ITU Student Dean</a></li> <li><a href="http://www.sis.itu.edu.tr/eng" target="_blank" >ITU Registrar's Office</a></li> <li><a href="http://www.kutuphane.itu.edu.tr/en/home" target="_blank" >ITU Library</a></li> <li><a href="http://www.yurtburs.itu.edu.tr/" target="_blank" >ITU Scholarships and Dormitories Coordination</a></li> <li><a href="http://www.bidb.itu.edu.tr/" target="_blank" >ITU Computer Center</a></li> </ul> </div> <div class="col-md-4 text-right"> <img src="images/itu_logo.png" style="width:150px"> </div> </div> </div> </div> <footer id="footer"> <div class="container"> <div class="row"> <div class="col-sm-6" style="font-weight:bold;" > © <a target="_blank" href="http://www.sis.itu.edu.tr/"> ITU Registrar's Office is the product.</a> </div> <div class="col-md-6 text-right"> Number of Program Page Visitors: 21379 </div> </div> </div> </footer> <a id="back2Top" title="Yukarı" href="#">➤</a> <script src="js/jquery.js"></script> <script src="js/bootstrap.min.js"></script> <script src="js/jquery.isotope.min.js"></script> <script src="js/jquery.prettyPhoto.js"></script> <script src="js/main.js"></script>  <script src="https://www.sis.itu.edu.tr/v2/Assets/js/yukari.js"></script> </body> </html> <script> (function( $ ) { //Function to animate slider captions function doAnimations( elems ) { //Cache the animationend event in a variable var animEndEv = 'webkitAnimationEnd animationend'; elems.each(function () { var $this = $(this), $animationType = $this.data('animation'); $this.addClass($animationType).one(animEndEv, function () { $this.removeClass($animationType); }); }); } //Variables on page load var $myCarousel = $('#carousel-example-generic'), $firstAnimatingElems = $myCarousel.find('.item:first').find("[data-animation ^= 'animated']"); //Initialize carousel $myCarousel.carousel(); //Animate captions in first slide on page load doAnimations($firstAnimatingElems); //Pause carousel $myCarousel.carousel('pause'); //Other slides to be animated on carousel slide event $myCarousel.on('slide.bs.carousel', function (e) { var $animatingElems = $(e.relatedTarget).find("[data-animation ^= 'animated']"); doAnimations($animatingElems); }); $('#carousel-example-generic').carousel({ interval:3000, pause: "false" }); })(jQuery); </script>  <script type="text/javascript" src="js/select2.full.min.js"></script> <script type="text/javascript"> $(document).ready(function() { $(".dynamic_select").select2(); }); </script>  <script src="js/jquery.dataTables.min.js"></script> <script src="js/dataTables.bootstrap.min.js"></script>  <script> $(document).ready(function() { $('#dataTables-example').DataTable({ responsive: true }); }); </script> <script> $(function(){ // bind change event to select $('#dynamic_select').on('change', function () { var url = $(this).val(); // get selected value if (url) { // require a URL window.location = url; // redirect } return false; }); }); </script>