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src="/web/20100514133955js_/http://www.poppov.org/Resources/Shared/Scripts/jquery/jquery.min.js"></script><title> Characterization of Reproductive Health Services and Cost Effectiveness Analysis of Family Planning Provision in Thika District, Kenya </title></head> <body id="Body"> <noscript></noscript> <form name="Form" method="post" action="/web/20100514133955/http://www.poppov.org/Research/InsightonProgramDesign/CharacterizationofReproductiveHealthServices.aspx" id="Form" enctype="multipart/form-data"> <input type="hidden" name="__VIEWSTATE" id="__VIEWSTATE" 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"/> 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id="dnn_ctr1459_ContentPane" class="DNNAlignleft"><div id="dnn_ctr1459_ModuleContent" class="DNN_HTMLContent"> <div id="dnn_ctr1459_HtmlModule_lblContent" class="Normal"> <span class="PublishDate">Last updated January 2009</span><br/> <div><span class="Subhead3">Authors:</span></div> <div>Mercy Mugo<a href="https://web.archive.org/web/20100514133955/mailto:mugomerc@yahoo.com"></a>; Peterson Junius Muriithi; Josephine Kibaru; Paul Kizito<br/> <br/> <span class="Subhead3">Abstract:</span></div> The general conclusion of the assessment of levels of achievement is that they are not optimum for the RH services delivery system and its resource effort. Vital indicators are below expectations e.g. stalling of fertility rates and CPR. Possible explanations may lie in lack of effectiveness and efficiency on part of the of service provision models. Innovations have addressed issues that may influence effectiveness and efficiency in respect of organisation of provision. Recent policy movement has targeted choices of organizational forms and management systems and delivery models that emphasize integration and decentralisation. Community involvement and social marketing are gaining currency as innovations to improve on the delivery modes.<br/>  <br/> This study proposes to generate evidence from the Kenyan system to augment the understanding on poor indicators on RH and the need for scaling up the uptake of the RH services and links between good indicators of RH and economic development and consequently poverty reduction. Resource constraints facing most health care systems call for efficiency and effectiveness in the use of the available resources. Hence, the need to provide information on the efficiency and effectiveness of different RH provision models and gain an understanding of the features of the provision models that promote efficiency in resource use. Such understanding is of relevance to policy makers in aiding decisions on choice and design of RH provision strategies that maximise the outcomes given resource constraints. Furthermore, there is paucity of studies attempting to evaluate the costs and effectiveness of the service delivery models in the SSA setting thereby limiting these countries’ leverage in evidence based decision-making on resources use for RH.<br/>  <br/> <span class="Subhead3">Contact Information:</span><br/> Mercy Mugo, <a href="https://web.archive.org/web/20100514133955/mailto:mmugo@mail.uonbi.ac.ke">mmugo@mail.uonbi.ac.ke</a>, <a href="https://web.archive.org/web/20100514133955/mailto:mugomerc@yahoo.com">mugomerc@yahoo.com</a>; Peterson Junius Muriithi, <a href="https://web.archive.org/web/20100514133955/mailto:pjmuriithi@uonbi.acke"></a><a href="https://web.archive.org/web/20100514133955/mailto:pjmuriithi@uonbi.acke"></a><a href="https://web.archive.org/web/20100514133955/mailto:pjmuriithi@uonbi.acke">pjmuriithi@uonbi.acke</a>, <a target="_blank" href="https://web.archive.org/web/20100514133955/mailto:Peterson_muriithi@yahoo.co.uk">Peterson_muriithi@yahoo.co.uk</a>; Josephine Kibaru, <a href="https://web.archive.org/web/20100514133955/mailto:drh-head@africaonline.co.ke">drh-head@africaonline.co.ke</a>; Paul Kizito, <a href="https://web.archive.org/web/20100514133955/mailto:pkizito@ncapd-ke.org">pkizito@ncapd-ke.org</a>, University of Nairobi, Ministry of Health, National Coordinating Agency for Population and Development </div> </div></div> </div> <a id="1460"></a> <div class="paperDownload"> <div id="dnn_ctr1460_ContentPane" class="DNNAlignleft"><div id="dnn_ctr1460_ModuleContent" class="DNN_HTMLContent"> <div id="dnn_ctr1460_HtmlModule_lblContent" class="Normal"> <div><span class="Subhead3">Download PDF</span></div> <a target="_blank" href="/web/20100514133955/http://www.poppov.org/Portals/1/documents/papers/31.Mugo.pdf">Characterization of Reproductive Health Services and Cost Effectiveness Analysis of Family Planning Provision in Thika District, Kenya<img alt="" src="/web/20100514133955im_/http://www.poppov.org/Portals/1/images/pdf_Icon.jpg" height="33" width="33" border="0"/></a> </div> </div></div> </div> <a id="1461"></a> <div class="paperComments" id="comments"> <h1><span id="dnn_ctr1461_dnnTITLE_lblTitle" class="noClass">Comments</span> </h1> <div id="dnn_ctr1461_ContentPane" class="DNNAlignleft"><div id="dnn_ctr1461_ModuleContent" class="SCKCommentContent"> <div id="dnn_ctr1461_ViewComments_updMessageItem"> <div> </div> <br/> <input type="submit" name="dnn$ctr1461$ViewComments$btnShowCommentPanel" value="Add Comment" id="dnn_ctr1461_ViewComments_btnShowCommentPanel" class="commentButton"/> <br/> </div> </div></div> </div> </div> <div class="clear"></div> </div> <div id="roundedCorners"></div> </div> <div class="footer"> <div class="date"> <span id="dnn_dnnCURRENTDATE_lblDate" class="SkinItem">May 14, 2010</span> </div><div id="dnn_Footer" class="footerLinks"> <a id="395"></a> <div class="footerText"> <div id="dnn_ctr395_ContentPane"><div id="dnn_ctr395_ModuleContent" class="DNN_HTMLContent"> <div id="dnn_ctr395_HtmlModule_lblContent" class="Normal"> <a href="/web/20100514133955/http://www.poppov.org/SiteMap.aspx">Site Map</a>  •  <a href="/web/20100514133955/http://www.poppov.org/Contact.aspx">Contact Us</a> </div> </div></div> </div> </div> </div> </div> </div> <input name="ScrollTop" type="hidden" id="ScrollTop"/> <input name="__dnnVariable" type="hidden" id="__dnnVariable"/> <script type="text/javascript" src="/web/20100514133955js_/http://www.poppov.org/Resources/Shared/scripts/initWidgets.js"></script> <script type="text/javascript"> //<![CDATA[ Sys.Application.initialize(); //]]> </script> </form> <script language="javascript" type="text/javascript"> var divs=document.getElementsByTagName("DIV") for(var i=0; i<divs.length; i++) { if (divs[i].className.match("ModuleTitle_SubMenu")) { var table=divs[i].getElementsByTagName("TABLE")[0]; for (var r=0; r<table.rows.length; r++) { var row=table.rows[r]; var cell=row.cells[1]; if (cell.innerHTML.match(" (Delete|Move)$")) { row.style.display="none"; } } } } </script> </body> </html>