Institute IMX – STI - School of Engineering

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uDW+nv+Tpxm7C/8eQ24fzivnqgbeZkD2OZl8GG1+Nlj7f7wZ7vT6H2wb/zqC5jctiH8tr+pwTeB91jqN5LPdyXfcr1RqlctwmTl4Tfhk82vB7/4rSruX6EAAiS6U7tIx6s0zLVHk47zmCZ75P0CM2lFPYiBLl4J9B6Z/0Fvr/h+lyRYywWWejLfbWCXdaKLFfaDjZcl7cDjuORkn6TYP5zAm8335P0IQPl9Pdw3f5Av0de4jgvMe2OHJd9icxddS1xm3BLDAYCHDCk2q+zPjhA0qMGy/u+pL1pLqUwkRAggeEZv2/6zck3FCi2PDOwfLI8O/ObhusS8tX3P1SywcDBxO4/9pT0D4/qc7pHdaHfK0desqvh+hxfoNhym3ALPDMQwAKP6vKY4fK4WgyAjfxnJ8P1KdKb7rgysHyyDCIdQPj+Y1VCkNoXPKvPK/R7cJyXjDdcn6k5x2OxwbK4MtBSowMQvpsJAQDyn0RMX539ZoFiy5WB6YR85UKWwcBt6I5gwOGEIMh+L3QmB5my5iWrFCy2L3J89T8ZBhC+1wgBgBRCHsDq69nJ1agCtQuuDEzn5YC3OS/GQt4GEIIg+z3T3nK8vOke5SVFe/ybyecZMxjYAoOBAEYSAgApvBNw3bPmP6Z/RBlboHbB1XfpTA54m/fQHXozIACQl7jzpkf7ftEu7tjMYFncJmwpGQYQvuMIAYAUZpT4hPtJw/X5rwK1i8Ue183nqxZdXxlo8mohBgPN2ZEQBG8uIciN68HAOQbLyjou82/D65b3C0RMXqyymF3DTqMDEL7+HtVlN8PlPcnmBQqTdPuU/9xluD4nFahdLPK4bj4PBrq+7b7bYFlZbhM2fUVkJfDp4Zza34ACxM4X04Wy5CWzPcpLHjW8bj8iLyk+BgOBMP3VcHknerJedxgu7yyaClCYpNvkQI5v+c/wHJf90xIl3T4PBrp+1tUsg2VluTLwt3SlXvglITCGwcDy5CU+XRloWkXSwJyWfWuJ8pJcMRgIhGk/w+Vd6sE6jZH55xfeSlMBrHF9m7DJW69MXEXyrOH1+2cO23BPSZ8tUdLt82Dg246X58uVgd80vF5fKlEfbPKH4SM5pBkzjRCUJi8xeWWgibxkiuH1y+P22tGSDjRcJs8MbIHBQCBMNh6CnvfbAE1fFXEUzQSwyvUv8L49h2m84fJ2kXSow/pvJenvFsr1Oen2+QUirq8MnFPQbX55ifrgCYbLu1QwgSsDyUvysr2FMu9yWP++kmZaKJcrA1tgMBAIl43byvIYEOxnYbkLJV1HEwGsmul4efM9W/9FkhYYLvP3ki5yUPdzJD1lMS6+8vnKQNcnsfMMlpV1kHUDw+v2E4dxfCvKYapR+7pB0scdnmOZHHg6UdJQR/UeXBe3qqT7VXthwagCHBvfFMhL8jFH0huGy9xb0v85qPtHJC23VDYvEGmBwUAgXPMl/cFCuVVJ2zhah99ZOjkbSvMArJvteHnzPIzBMAtlfjXqh2283KkSlf0NizFhMDCdWY6XZ/IkNuuJ1hRJLxmsz+fk5uH3VdUecdKrn6TDJN2k2tuaqx2mZZL+Ium4hnKSGGehXQyyHLcPq/ajbb3dJP042g86xe0F1QYuB3i6LzMYSF6Sp3UslLlrtO/ZelFPVdLEkuYluWIwEAjbYU0SKhMmRR3zmpbqfUZU/uGWTnYBkHS78n5L5S6N+smDDZS1U1RWj4N4+PwLvM+DgXMcL2++Z9t8E8Pr99+qDcjZYuKOhn6q3ep7lbI9M3RnCyfOp1uK26nK/qzDTVS7pXmJ7P+4kcZMgbwkXyMsldsT7XMmfoQ4VCsH+G1jMLAFBgOB8A2Vvef1TIs66fsMlLVRXad/rqX6MhBYXtUSTL7pdry8+Z62vYckfdFi+TfXtYFnVbsFsdNJwDkNbechh/HwOeleKtg4iTWVg5g+hveJ2r/J5zH+yVJ/vFGG7z4s84N350Xr+T7Dx+kLDNfzJ5K+79m+NUsgL8m/f1/HYvlT6/KLeZI+2WH+UZKubMhLfu8wHtwm3EI/QgAUwiBJ/5K9K1R2b5L8PqzaIOGjql3RsCTq7AdI2kzSAbLzINtm/ibpQzQDwCl+gV/px6o9g+8+y8vZXLVbEH3GbcJhMHkSa/IHyYrMD7aNqSszTb4wWrW3lNr6wdFEuReo9jKDHxuu28N1/94zRR/3ZUk/tBS3IyX91sN9i8FA8hIfvCFpiOzcQVZvmGrPaff5We3z2TWaYzAQKI5dJG0oabKj5e0UTXkbLH7xAfLg+hf4eZ7H437ZGcgIzUKP68ZgoJ39yfTdCRXVbvG1cQdTl0f76CxJqxos7ypJN8rey2j+4VH77S97LxvIituEyUt8sYi8RJL7QeJgcJswUCwvR53+EyVY19OidWUgEIjP5MmT61su5wUS44qkPwfUJkw/G5arYsLg2zMDG/VV7bl/RXWgzA4E9uq9gnFOQePWHa2f6YHA5YbrWFQ2flAJOS8J5YqziuxdoWvD6hb6DTTBYCBQTNtHHf/rBVy3c6N1u5DNDHiRyJN0v9d+UT/l+63NFdXefGnyWEHSXb79ydYJ+FVRG51WoLhPj9bpj5aXs4pqA6pFsppqt2z7fmws8lVYywIp05V5AdX1xKjv8fnq/RujOs6Q2SvOuTKwBQYDgWJbN+pUjynAuqwfrcvX2awASXcgRkT91r89qtMBUZ2+aCm2XBlYvv3J9hX6a3m4HyU1JVqHcQ6X2RMtc3DgbXWTaD1s3n7LIwTyixM/Uro1VCt/CPTFf0d1OrTusxkGy+dHyhYYDATK4dqok61I+nZA9b66rt6vshmBUifd8wKu+w51J+U9OSz/5rq+9PYmfzd5uyKDgeU7iV3ieD/aMKA4fzCq8wY51mFx3f7/cEDHqj5RnV/i2FjoHCLk2C8MuO5rRvvX5jkt/4G6fumqJn8fFuAxKjgMBgLlc3Zd59tXtbcQ++T4uvodz+YCSLojRXgb3OKo3+3t4z5laTkzVRt86F3OIR3mN3nrHYOBYfD5BSKdvFLXtgfJr+fjVbXyroyK/HrphiTtXFc3397+uSDanhVJA+T2dlsGA/OLE7HP1/N1fUJF0qkWl3VQ3XJ26zDvMDaNfQwGAuXWI+kDDQeBoZKud7T8H6n2VvP65V/NZgGsWRpw3ecVcHtc39D/9U57SbpS7Z/l97ikCySt1+T7q6l2W2Jc/Q2uEy91CsP8gmzzJao9H6++/R/hsK+7vGHZfRTO85qPaqj7vnJ7O915Dcsfpvyu4FlKl5BbnIi9Xy5qkZesotpFGrdLervFd+eo9gK1z6s2oN9Yxm0J6tGXTWFfhRAASGEjSbtI2lq1X8DH1P2tW9JUSZNUux3lKcIFAF4zeQUOuSV810/SeEnvU20wfVQ0jVTtR4fFkl5W7YqZx8lj3mVNSZtKWkfSGlEsV0iaG/39zShuzxMqAOQlfiMwAAAAJN3klgAAgLykJPoRAgAAgFTWlHRJlGjOkvScalfEPKNwXnpELggAQHFcER3bF0f5yNPRf3mmLwAAAGDAGar9em1qek6156Zu63Ad7jFY/+k0CQAAcrOT4bzkKdWe8e4yL7neYP1n0iQAAABgQ9XSNNRB3fc2XOcxNAcAAMhLUtrRcJ3H0RwAAABgQ4/FxHs1i/VeYbiuD9MUAADI3SLyElUlTaMpAAAAwJaRFpPu3ukEA/U8wkKiXT8BAID8DSEvIS8BAACAfbc5SLx9ngAAgD/uJS8BAAAA7CvrgCAAAPDPJPISAAAAwL7NS5RsX8bmBgDAax8pUV5yA5sbAAAAefpjgZPtBWxeAACCUuTbhpeweQEAAOCTwwuUbN/N5gQAIGgfL1BecjubEwAAAL7bI8BE+xo2GwAAhbS5pJ7A8pLvsdkAAAAQutMlLfckwf6XpE3YJAAAlNYRkmZ6kpfcJmkVNok9FUIAAADgrbGStpe0paStJK0laXVJ4yQNlDRI0mBJC1V7bk539O9XJb0m6RVJD0t6UNIiwgkAADIYJmmHKDfZStLaUa6yVpSXDI5yk7mSVkR5yVxJU+qmh6K8pIdwAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/H/27jvctqK+G/j3cC+9VxEBEUFFBQv2Suy+RI0aNIkNG68t1ih2r9EYNfYk1hjFaFQ0iQZjiWADjSWIggXBSkeU3i/c8/6x9n25IJd7zzkza89a+/N5nv1gCGfWzG/NWnvWb8+aAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGA27JXkJUn+K8m5SeYX+Tkvyb8leWqSGwsrAAAA9GdOCIDrWJbk5UlelmTTno55ZpI3JPkH4Z8JXy5Y1r8k+YiQwiA9L8kzklyS7oeiTP55dZILk1yU5Krr/P8uSXLldf7d5Ul+m+QcIQUAAFi3LZN8Nouf6Vf68/Eky52W0SrZV1YIJwzWioL3gsOEEwBg3TYQAphpT5g8QF2Y5OEN1evPkqyc1O0vnCYA1sFbLgAA60EiEGbTM9Il2YbwSuXHJnV9ndMGgDEtAIBBE7B+9kiXVHvPAOv+ykndD3QaATCmBQAwaALW7utJfjWCdnwuydlOJwDGtAAAC2MxfpiN6/yKkT0k7ZRuduCdkhzrFAPMPIlAAACDJph5N0636cZYr/X/TfJGpxnAmFYIAAAMmmCW3TLJGTPQzkOTHOF0AxjTAgBg0ASz6GZJTpyh9v5xkv902gGMaQEAMGiCWbIsyS9nsN0PS/ISpx/AmBYAAIMmmBVXzXDb35RkX10AwJgWAACDJhi7rwhBjhcCgJkzJwQAAOsmEQjjsVuSPxKGJLP5ajSAMS0AAAZNMCNOEYL/72ZJ9hAGAGNaAAAMmmBs/lwI/oBZgQDGtAAAGDTB6PxrT8e5KsnLkmyXbj2mdX22THKnJM9N8okkq3qMyVySO+gaAMa0AAAAY/GgJPOVPy8vXOcX9VDn+SSX6B5NKnmOVwgnDNaKgveCrwonAMC6LZ/WgVd1gzYatYHd94bkixXLfniSIyqU+9bJ5+gk96pY/810D4BZGboAAGDQBOO2Ueokbb8/KfeIyvW/d5IDKx/juboJgDEtAAAGTTB0r6lQ5tuT7N9jGz6fZL+K5f+dbgJgTAsAgEETDN3Bhcv7WpIXTqEdJyR5UqWyN9JNAIxpAQAwaIKh26VweX80xbZ8JMmplcq+pa4CMGrWNgYAWA8SgcBqH22gDrtXKvdvnF4AY1oAAIMmgM7rGqnHtyuU+WinF8CYFgDAoAmg84tG6vFgpwIAY1oAAIMmoJ7bNFKPC50KAIxpAQAMmoB6XtJQXU6rUOZ9B3QuHpvk00muTDK/wM+PkrwqyZ669Hq54yTW6xvf72R2XzXfMMkTkxy1iH65chK7NyS5l273B/ZL8uYkZy0itvNJvp/kWUmWG9MCANCkVcm8T7sfPXQw5gt/WvGSCm17WsPn8WFJzqjQ5tWfI5LsNtJ+u2IRx39IkisKHf/9I09APC7JBRX75nFJ7jmD9+7tk3yuYlzPTvKIAcRhRcE2/8iQAACgYZJtEoE0l1CZT/L0Rtq18xLbcUaS7yX5VLpNUP4i3WymluyX5JyKiYC1fY5MssmI+u2KBRz3MxXjenmSvUZyX7lrkkum0DePbvA6Le3wKcT1l+kSjy1aUbCdPzEkAABomGSbRCBF1Jips20jbTso3SuEN2+oTiU8agqJgOv7XJUuGTkNfScC+0y+rEyy5UD75osa6ZvnN5y4WoxtJm2adlyvnuI1vzYrCrbvREMCAIB1s54KDNvxFco8N8ktG2jbp5Ick2434/NGcK72njys/lsj9VmW5IeT5MDOI70+HjeJ+UE9HnN5ug1vPjOgOD11Eqe3NFKfrZP8LskpAx+nbDS5n543aVMLY74fplt7dNsRXu/GtAAABk0wekdWKvfEJF8Q3mKOTXJSw98DZ04SBGNydpKPTvH4j0hyaeMx2i5dAvCfGq3fbukS1a8dYP/7SLp1KFtMuG2YLkH5P8a0AACzx6AJhu0TFct+yCRJ8DZhXrQdJjG84wDqut+krjcaeMxXJ7d2aqAum07qsqzBOH04ye8Hck5fne6V67kB1HX7yTl/wgDqerdJXW86kvvtXAAAWCeJQBi2n/VwjBfkmoXYtxDy9fakdJuBDM1ZSR400JjfPW0mt65qrD6XTvrnkCxPsirJvRuu44p0rzQPza/TzmvhxrQAAAZNQCP2SXJRuqTgR9LmLKdWvDndjKuh+lKSxwyszgcn+VbD9bu8gTpsPrl+Nx1w3/xGknc2WK/vJnnNgOP6oiQnG9MCAIyfQRMM33umcMwnpJvlNJ9uR9ZtnIb/7/1JXjyCdnwyyW0GUte3J/lQ43XcONNNYN0sycUjucaem+TrDdXnd0nuPIK47pU2EtbGtAAAFU1tPZVVXQKBdkfT1toZllaup18meWm6HX9n0ZszjiTgdR+u5xvur5dlWDPclnVfgb3aPclvRni9/W+mn4C7KONbMuHqdK9i92FFys2kPCPJTQwHAADW/YAHDN9ZjdRjz3QzBOcnn3+doQeze2V8ScCkS3S0bGivuZ7d8/F2zDiTgElypyRfnuLxf59xrpu6LO2ta2lMCwBg0ASsYY9G6/XnSU5LlxS8Kskbk2w0wvhvmuTokfatzZM83SVWzA5Jtu3xeL8deTwfkOQfp3Dc49LtUD1Wy5JcYkwLADA+Bk0wDlek/UTUsiSHTuo6n+RXSQ4aSfwvGXn/er9LrKhjezrO1TMSz2cluWePx3t5ktvPQFw3S/IjY1oAgHExaILxuM/A6rtHrv0a8TszzNmC/5HZWFPzuy6xYm7WwzH+e8a+44/p6f6xc5K/maG43ibJXxvTAgCMh0ETjMvuA677c3PNbMEjkmw1gDpvmuRPejrWselmPt0nyS7pXku8VZInJvmvHo5/5ySbDLh//SDJ3umStjf0uWv62ZF2j4pl3z7JA2fw/ndpD8c4cwbj+qqBfLcY0wIAtGxVMu/T7kcPHbQ35ppZdmP4vLvhWF9eue0vXMSD8DEV6/O7QnHrs/+cnMXP2PxIxXr9fcV+2Vds35JuM5J1uXuSL/ZUp5rrBX6+x9h+NMle66jPRkle32OdalhRsH7n+/oHAJAI9JEInFU/HFkycD7demd3bSjGt67Y1kctsW5bVqzbNgNKVN2yQF3vXaluF1Tql/9eOaaXJbnxEup3cA/nfcMKcd28h3qfNbl2F2OPdBsy1azfMY0nAi/01Q8AIBHoIxE4y84aYTJw9ecv2riNFW/XxYXreEmFOpbYhbaPpHFJz84wZljNVY7rkwrW9eiK9awxM+ziyrEt9ertkyrXs/ROySsavn8CAIyS9VRgvHZOcupI2/axyYPfzad0/N1SfoOQi5JsUbjMzVM+KbZj2t8cZVnh8v4xyXkDuC5+UrHsrZIcVrC8eyd5ZKW6bp1u/cxS9plcSzWcNLmeTilU3mGpMyNytbOMaQEAhs2gCcZt9yRHjbh9P09ywhSOe1yFMmttjlJjJ9XDG+4TG1cqd8/Gr4W5lE1+rWl5ukR1aZ9JcrtKdf5RwbJ+UKmOX0iZ19ev66pJf7iqQtkbJrmtMS0AwHAZNMH4PSDJY0fcvtummx24Y4/H3L5wef+nYl1XJXlp4TL/tNG+8NokV1Yqu/WNCL5aqdwas0rXdHySP65Q7rKUSd5ulzrJ9P+tfN0n9WYG/qDRa8CYFgCgZdbhs0YgU3lIujDjXTdwvlJC4bpek2HsxnldLdV5SLuarunUhutbI55793h/+kKF+p9ToF4/rVCvK3uMa61NTjYrVL8VBet0VQAAWK/EADAbVqV7/fSBI27jEUneWPkYKwqX97SeYvP1AmUcm24zghbXCPzLHo7xL4XL27VQOc+o0NZPJDm5x/P30Apl7lCgjBqvW2/aY1wvSfLWCuV+xpgWAIAFMevOjECm7vkZ78zAv68YtyHOBkySO2RhM2uOSPKw1En6zQ80jncrXOc7zng8a8d3Psmrl1Cfgwd2bxpiH1kxgn4LAIBEoEQgg3LQSJOBz6kQq0MK17HvnWive/wLknwkyaNSd6fR2kmJXw207g9qNJ6PmeL9qKWE1SUZR4I1SZ5eoS0l1kqVCAQAkAj0kQhkSrZJtwPvmJKBpXfk/OWIEi7TVPo8P2ugdf+LAvV53YiSVUnyyIbaU7oe7x/ZdfchiUAAgOGxngqw2vlJ9k33KugB6X+2Wg0nFi7vZoXLO1y3K+IzA613iTXsXlm4Tp+bckz+o0KZD17E3+xToR6HTDm23ytc3sFuPQAAwyMRCFyfryfZLl1S8M8y7KTgGU7n6A31HO/QYJ0OaqAOpxUub8Ui/uY5I7xOnuxWAQCARCCwLp/MNUnBmyf55sDqf+Mkd2+wXl5jY6lrrC2vUKfLG4hL6R2g77aIv3lq4Tq8voG4/tglBwCARCCwEL9Mcq90ScHlSV6aZOUA6v2tAmWUnr31Zd1p5m22xL+/b+H6XNpIXFp41XvjwuW9YaR9+N4uYwCAYZEIBBbr6iRvSrJRusTgPpn++mI35GlL/Ps7Fq7PEbrQzNussT75z05JNZc1Uo/jCpf3EKcWAGBYJAKBUk5M8rB0ScG5dGuN/bKh+n1giX9feqOQY3WZQbqoYFlLTQTuWrhtY56luomum6T8Zix3FlIAgGGRCARq+XS6NQVXv0b85gbqtMsS/nb3wnU5QRcZpDMLlrXUROD2hdt2ZENxLj1z7bZTbMtpDcX16MLl3cEtAQBgWCQCgT5cneTQXDNb8P8muXIK9VjKjKfSicCLdYtBurBgWUtNBJZex+7ShuL8rcLl3WaKbTmqobiWnom8g1sCAMCwSAQC0/D+dEmMufS7iP6tl/C3WzhtJLmgYFmtJQJbcnLh8m6+gP92y8LHPr6huF7kEgYAmG0SgcC0vSJdQvD+PR1vx0X+3WZOFZEI7MvphcvbaAH/7eaFj9nt9L0AACAASURBVH2KywYAgFZIBAKt+Eq6hOALKh9nsTMQN3WKSNlXg5fapzYacZxLz1xbSNK0dCLwXJcNAACtkAgEWvOO1E26PW2Rfzfn1JCyMwKXmshbNeI4X124vIXEer7wsc932QAA0AqJQKBFlyfZsLE6Xea0kLIbaiw1ETg/4jiXXpPznAX8t5cUPvY2LhsAAFqxXAhgtDZIctskt0uy5xqfXZJsO/m0PMvtqiSPTfLJRupzqS5FkpUFy1pqIvDqEcd5x8LlnbqA/7Z0InB7lw0AAK2QCITh2TbJ/kluM/nn/ln8brhbpu1dJA9PO4nA0smBWyQ5SXdesqsGfLylJgLPK9y2ubQzy3DPwuUtJBF4ceNtWYrSScmVAQBgUCQCYVi+nuQ+Bct7d5InNN7mo1J+R+FtsvB1u0rv/LlvJAJLuLLn45VMfCxb4t//vnDb9m6oT96hcHk/mWJb7tHQ9TKmuAIAsAjWCIRh+VHh8h4/gDa/t0KZi5mh85vCdThAdy7iip6Pd1VDbf9t4fL2baht9yxc3mlTbEtLicDS951j3YIAAIZFIhCG5TsVymx9N9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<main role="main" class="site-content"> <script src="https://cdn.jsdelivr.net/npm/@splidejs/splide@4.0.7/dist/js/splide.min.js"></script> <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@splidejs/splide@4.0.7/dist/css/splide.min.css"> <section class="splide splide-slider" aria-label="Splide Article"> <div class="splide__track"> <ul class="splide__list"> <li class="splide__slide"> <div class="slide-container" style="background-image:url('https://actu.epfl.ch/image/150792/1440x810.jpg')"> <div class="slide-overlay flex flex-col justify-center"> <h2 class="first-title"> School of Engineering </h2> <span class="slide-title">Three School of Engineering faculty members appointed</span> <div class="slide-content flex flex-col justify-center"> <h3 class="slide-subtitle"><p>The Board of the Swiss Federal Institutes of Technology has announced the appointment of professors at EPFL, including three new faculty in the School of Engineering.</p> </h3> <a target="_blank" class="slide-btn slide-btn-green" href="https://actu.epfl.ch/news/three-school-of-engineering-faculty-members-appo-3">Read more</a> </div> </div> </div> </li> <li class="splide__slide"> <div class="slide-container" style="background-image:url('https://actu.epfl.ch/image/149732/1440x810.jpg')"> <div class="slide-overlay flex flex-col justify-center"> <h2 class="first-title"> School of Engineering </h2> <span class="slide-title">The School of Engineering’s Highly Cited Researchers in 2024</span> <div class="slide-content flex flex-col justify-center"> <h3 class="slide-subtitle"><p>In the latest rankings issued by Clarivate, three distinguished professors from EPFL’s School of Engineering (STI) have been recognized as part of the elite group of the most cited researchers of the year.</p> </h3> <a target="_blank" class="slide-btn slide-btn-green" href="https://actu.epfl.ch/news/the-school-of-engineering-s-highly-cited-researc-8">Read more</a> </div> </div> </div> </li> <li class="splide__slide"> <div class="slide-container" style="background-image:url('https://actu.epfl.ch/image/149545/1440x810.jpg')"> <div class="slide-overlay flex flex-col justify-center"> <h2 class="first-title"> School of Engineering </h2> <span class="slide-title">Materials Science Section celebrates 50 years</span> <div class="slide-content flex flex-col justify-center"> <h3 class="slide-subtitle"><p>The Materials Science Section (SMX) in the School of Engineering celebrated its 50th birthday last Thursday with an event highlighting the history and future of materials research and education at EPFL.</p> </h3> <a target="_blank" class="slide-btn slide-btn-green" href="https://actu.epfl.ch/news/materials-science-section-celebrates-50-years-2">Read more</a> </div> </div> </div> </li> <li class="splide__slide"> <div class="slide-container" style="background-image:url('https://actu.epfl.ch/image/149197/1440x810.jpg')"> <div class="slide-overlay flex flex-col justify-center"> <h2 class="first-title"> School of Engineering </h2> <span class="slide-title">Three STI professors win ERC Synergy Grants</span> <div class="slide-content flex flex-col justify-center"> <h3 class="slide-subtitle"><p>The European Research Council announced on Tuesday that professors Andras Kis, Edoardo Charbon, and Tobias Kippenberg of the EPFL School of Engineering (STI) have been awarded ERC Synergy Grants to tackle major scientific challenges.</p> </h3> <a target="_blank" class="slide-btn slide-btn-green" href="https://actu.epfl.ch/news/three-sti-professors-win-erc-synergy-grants-4">Read more</a> </div> </div> </div> </li> <li class="splide__slide"> <div class="slide-container" style="background-image:url('https://actu.epfl.ch/image/146957/1440x810.jpg')"> <div class="slide-overlay flex flex-col justify-center"> <h2 class="first-title"> School of Engineering </h2> <span class="slide-title">Engineering a more sustainable skyscraper</span> <div class="slide-content flex flex-col justify-center"> <h3 class="slide-subtitle"><p>Construction is underway on the 85-meter Tilia Tower near Lausanne: the first large-scale building in Switzerland to be built with a low-carbon cement developed in EPFL’s Lab of Construction Materials.</p> </h3> <a target="_blank" class="slide-btn slide-btn-green" href="https://actu.epfl.ch/news/engineering-a-more-sustainable-skyscraper-3">Read more</a> </div> </div> </div> </li> <li class="splide__slide"> <div class="slide-container" style="background-image:url('https://actu.epfl.ch/image/131258/1440x810.jpg')"> <div class="slide-overlay flex flex-col justify-center"> <h2 class="first-title"> School of Engineering </h2> <span class="slide-title">EPFL will train students on sustainability</span> <div class="slide-content flex flex-col justify-center"> <h3 class="slide-subtitle"><p>Starting fall 2024, all EPFL first-year students will be required to take a core class in sustainability, and each department will introduce a sustainability-oriented Bachelor’s class (including one co-led by Tiffany Abitbol of STI’s Sustainable Materials Laboratory) and Master’s class with a focus on real-world applications. These changes…</p></h3> <a target="_blank" class="slide-btn slide-btn-green" href="https://actu.epfl.ch/news/epfl-will-train-students-on-sustainability-7">Read more</a> </div> </div> </div> </li> </ul> </div> </section> <div class="numbers-container flex flex-row justify-between bg-color-green"> <div class="single-number flex flex-col justify-center items-center"> <span class="number" data-number="8">8</span> <span class="number-title">Full professors</span> </div> <div class="single-number flex flex-col justify-center items-center"> <span class="number" data-number="8">8</span> <span class="number-title">Associate professors</span> </div> <div class="single-number flex flex-col justify-center items-center"> <span class="number" data-number="5">5</span> <span class="number-title">Assistant professors</span> </div> <div class="single-number flex flex-col justify-center items-center"> <span class="number" data-number="2">2</span> <span class="number-title">Adjunct professors</span> 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