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        <p align="center">\n
        \t<strong>MTNE, 19. f&oacute;rum</strong><p align="center">\n
        \t<strong><em><u>11. matematika &eacute;s informatika alkalmaz&aacute;sokkal konferencia</u></em></strong></p><p align="center">\n
        \t&nbsp;</p><p>\n
        \t<strong>Szervez&#337;k:</strong></p><p>\n
        \tBabe&#537;&ndash;Bolyai Tudom&aacute;nyegyetem, Magyar Matematikai &eacute;s Informatikai Int&eacute;zet</p><p>\n
        \tErd&eacute;lyi M&uacute;zeum-Egyes&uuml;let, Matematikai &eacute;s Informatikai Szakoszt&aacute;ly</p><p>\n
        \tFarkas Gyula Egyes&uuml;let a Matematik&aacute;&eacute;rt &eacute;s Informatik&aacute;&eacute;rt</p><p>\n
        \tKAB Matematikai, informatikai &eacute;s csillag&aacute;szati szakbizotts&aacute;g</p><p>\n
        \tRad&oacute; Ferenc Matematikam&#369;vel&#337; T&aacute;rsas&aacute;g</p><p>\n
        \tSapientia Erd&eacute;lyi Magyar Tudom&aacute;nyegyetem</p><p>\n
        \t&nbsp;</p><p>\n
        \t<strong>Id&#337;pont:</strong> 2020. november 13&ndash;14.</p><p>\n
        \t&nbsp;</p><p>\n
        \t<a href="https://zoom.us/j/95372130901?pwd=UXhUV29RNWtHb2tOakh5cFg3alBTQT09">https://zoom.us/j/95372130901?pwd=UXhUV29RNWtHb2tOakh5cFg3alBTQT09</a></p><p>\n
        \tMeeting ID: 953 7213 0901</p><p>\n
        \tPasscode: 506298</p><p>\n
        \t&nbsp;</p><p>\n
        \tA felt&uuml;ntetett id&#337;pontok a rom&aacute;niai id&#337;z&oacute;na szerint &eacute;rv&eacute;nyesek UTC/GMT +2 &oacute;ra</p><p>\n
        \t&nbsp;</p><p>\n
        \t<strong>P&eacute;ntek, 2020. november 13. (Zoom)</strong></p><p>\n
        \t&nbsp;</p><p>\n
        \t<strong>Matematika szekci&oacute;</strong></p><p>\n
        \tEln&ouml;k: Robu Judit</p><p>\n
        \t16.00 Kolumb&aacute;n J&oacute;zsef (BBTE): <em>Nyugodt f&uuml;ggv&eacute;nyek</em></p><p>\n
        \t16.20 Kolumb&aacute;n J&oacute;zsef (Math. Institut, Leipzig), Gebhard Bj&ouml;rn, Sz&eacute;kelyhidi L&aacute;szl&oacute; Jr.: <em>Konvex integr&aacute;l&aacute;s &eacute;s turbulencia: Nash lapos t&oacute;rusz&aacute;t&oacute;l a gombafelh&#337;kig &eacute;s a nukle&aacute;ris f&uacute;zi&oacute;ig</em></p><p>\n
        \t16.40 Simon Levente (BBTE), So&oacute;s Anna (BBTE): <em>Fixpontt&eacute;tel gr&aacute;fvez&eacute;relt kevert mint&aacute;zatokon</em></p><p>\n
        \t17.00 N&eacute;meth S&aacute;ndor (BBTE): <em>Elemi m&eacute;rtan m&aacute;sk&eacute;ppen: konvex geometria</em></p><p>\n
        \t&nbsp;</p><p>\n
        \t17.20 Sz&uuml;net</p><p>\n
        \t&nbsp;</p><p>\n
        \tEln&ouml;k: Kassay G&aacute;bor</p><p>\n
        \t17.40 Ill&eacute;s Tibor (Budapesti Corvinus Egyetem), Darvay Zsolt (BBTE), Majoros Csilla (BME): <em>Prim&aacute;l-du&aacute;l bels&#337;pontos algoritmus el&eacute;gs&eacute;ges line&aacute;ris komplementarit&aacute;si feladatok megold&aacute;s&aacute;ra</em></p><p>\n
        \t18.00 Rig&oacute; Petra Ren&aacute;ta (Budapesti Corvinus Egyetem), Darvay Zsolt (BBTE), Ill&eacute;s Tibor (Budapesti Corvinus Egyetem): <em>&Uacute;j algebrai &aacute;talak&iacute;t&aacute;si technik&aacute;ra &eacute;p&uuml;l&#337;, bels&#337;pontos algoritmus el&eacute;gs&eacute;ges line&aacute;ris komplementarit&aacute;si feladatokra</em></p><p>\n
        \t18.20 Darvay Zsolt (BBTE), Ill&eacute;s Tibor (Budapesti Corvinus Egyetem), Rig&oacute; Petra Ren&aacute;ta (Budapesti Corvinus Egyetem): <em>Numerikus eredm&eacute;nyek el&eacute;gs&eacute;ges line&aacute;ris komplementarit&aacute;si feladatok bels&#337;pontos algoritmusaira</em></p><p>\n
        \t18.40 Varga Anita (Budapesti M&#369;szaki &eacute;s Gazdas&aacute;gtudom&aacute;nyi Egyetem), E.-Nagy Marianna (Budapesti Corvinus Egyetem): <em>Prim&aacute;l-du&aacute;l bels&#337;pontos algoritmus el&eacute;gs&eacute;ges line&aacute;ris komplementarit&aacute;si feladatok megold&aacute;s&aacute;ra</em></p><p>\n
        \t&nbsp;</p><p>\n
        \t<strong>Szombat, 2020. november 14. (Zoom)</strong></p><p>\n
        \t&nbsp;</p><p>\n
        \t<strong>Didaktika szekci&oacute;</strong></p><p>\n
        \tEln&ouml;k: Szenkovits Ferenc</p><p>\n
        \t9.00 Oszti&aacute;n P&aacute;lma Roz&aacute;lia (Sapientia EMTE), Oszti&aacute;n Erika (Sapientia EMTE), K&aacute;tai Zolt&aacute;n (Sapientia EMTE): <em>Algoritmusvizualiz&aacute;ci&oacute;s k&ouml;rnyezetek: Az interaktivit&aacute;s hat&aacute;sa a tanul&aacute;si eredm&eacute;nyekre</em></p><p>\n
        \t9.20 B&oacute;dis Kl&aacute;ra (Zilahi Reform&aacute;tus Wessel&eacute;nyi Koll&eacute;gium): <em>Emberi er&#337;forr&aacute;sok az oktat&aacute;si rendszerben</em></p><p>\n
        \t9.40 Baranyai T&uuml;nde Kl&aacute;ra (BBTE), Debrenti Edith (Partiumi Kereszt&eacute;ny Egyetem, Nagyv&aacute;rad): <em>Az online matematikatan&iacute;t&aacute;s tapasztalatai</em></p><p>\n
        \t10.00 Andr&aacute;s Szil&aacute;rd (BBTE), Nagydobai Kiss S&aacute;ndor: <em>Rezidu&aacute;lis h&aacute;romsz&ouml;gek s&uacute;lypontjai &aacute;ltal alkotott h&aacute;romsz&ouml;g ter&uuml;lete &eacute;s &aacute;ltal&aacute;nos&iacute;t&aacute;sok</em></p><p>\n
        \t10.20 Nagydobai Kiss S&aacute;ndor, Andr&aacute;s Szil&aacute;rd (BBTE): <em>Egym&aacute;sra illeszked&#337; ortologikus h&aacute;romsz&ouml;gp&aacute;rok tulajdons&aacute;gai</em></p><p>\n
        \t&nbsp;</p><p>\n
        \t10.40 Sz&uuml;net</p><p>\n
        \t&nbsp;</p><p>\n
        \t<strong>Informatika szekci&oacute;</strong></p><p>\n
        \tEln&ouml;k: K&aacute;sa Zolt&aacute;n</p><p>\n
        \t11.20 Bod&oacute; Zal&aacute;n (BBTE): <em>teztyt: Feleletv&aacute;laszt&oacute;s tesztgener&aacute;l&oacute; eszk&ouml;z</em></p><p>\n
        \t11.40 Fej&eacute;r Norbert (Sapientia EMTE), Antal Margit (Sapientia EMTE): <em>Eg&eacute;rdinamika-alap&uacute; felhaszn&aacute;l&oacute;azonos&iacute;t&aacute;s m&eacute;ly neur&aacute;lis h&aacute;l&oacute;k seg&iacute;ts&eacute;g&eacute;vel</em></p><p>\n
        \t12.00 Olte&aacute;n-P&eacute;ter Bor&oacute;ka (Sapientia EMTE): <em>Epidemiol&oacute;giai modellek &ouml;sszehasonl&iacute;t&aacute;sa vizualiz&aacute;ci&oacute;s eszk&ouml;z seg&iacute;ts&eacute;g&eacute;vel</em></p><p>\n
        \t12.20 Naghi Mirtill-Bogl&aacute;rka (Sapientia EMTE), Icl&#259;nzan D&aacute;vid (Sapientia EMTE): <em>Sz&aacute;m&iacute;t&oacute;g&eacute;pes evol&uacute;ci&oacute;s &eacute;rz&eacute;kel&eacute;s: neuroevol&uacute;ci&oacute;s keretrendszerek &aacute;ttekint&eacute;se &eacute;s &ouml;sszehasonl&iacute;t&aacute;sa</em></p><p>\n
        \t12.40 Sz&uuml;net</p><p>\n
        \t&nbsp;</p><p>\n
        \t<strong>Plen&aacute;ris el&#337;ad&aacute;s:</strong></p><p>\n
        \tEln&ouml;k: Darvay Zsolt</p><p>\n
        \t14.00 Solymosi Tam&aacute;s (Budapesti Corvinus Egyetem): <em>A kooperat&iacute;v j&aacute;t&eacute;kok magj&aacute;nak le&iacute;r&aacute;s&aacute;r&oacute;l</em></p><p>\n
        \t&nbsp;</p><p>\n
        \t14.45&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Sz&uuml;net</p><p>\n
        \t&nbsp;</p><p>\n
        \t<strong>Matematika szekci&oacute;</strong></p><p>\n
        \tEln&ouml;k: Andr&aacute;s Szil&aacute;rd</p><p>\n
        \t15.00 Krist&aacute;ly S&aacute;ndor (BBTE/&Oacute;budai Egyetem, Budapest): <em>Lemezek alapt&oacute;nusa negat&iacute;van g&ouml;rb&uuml;lt terekben</em></p><p>\n
        \t15.20 Mester &Aacute;gnes (&Oacute;budai Egyetem, Budapest),&nbsp;&nbsp; Farkas Csaba (Sapientia EMTE),&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Krist&aacute;ly S&aacute;ndor (BBTE/&Oacute;budai Egyetem, Budapest): <em>Kompakt Szoboljev-be&aacute;gyaz&aacute;sok nemkompakt sokas&aacute;gokon izometria-csoportok orbitexpanzi&oacute;ja r&eacute;v&eacute;n</em></p><p>\n
        \t15.40 Farkas Csaba (Sapientia EMTE): <em>Br&eacute;zis&ndash;Nirenberg-t&iacute;pus&uacute; feladatok nemkompakt Finsler-sokas&aacute;gokon</em></p><p>\n
        \t16.00 Kaj&aacute;nt&oacute; S&aacute;ndor (BBTE): <em>Poincare-korong &ndash; &aacute;tmenet a Riemann- &eacute;s Finsler-geometria k&ouml;z&ouml;tt</em></p><p>\n
        \t16.20 R&oacute;th &Aacute;goston (BBTE): <em>Egyszer&#369;, valamint s&uacute;lyozott {algebrai|trigonometrikus|hiperbolikus} exponenci&aacute;lis k&ouml;zels&eacute;gi B-g&ouml;rb&eacute;k &eacute;s B-fel&uuml;letek</em></p><p>\n
        \t&nbsp;</p><p>\n
        \t16.40 Sz&uuml;net</p><p>\n
        \t&nbsp;</p><p>\n
        \t17.30 &nbsp;&nbsp;&nbsp;&nbsp; <strong>A Farkas Gyula-eml&eacute;k&eacute;rem &aacute;tad&aacute;si &uuml;nneps&eacute;ge</strong></p><p align="center">\n
        \t&nbsp;</p><p>\n
        \t&nbsp;</p></p>\n
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              <h1>Tudományos életünk fóruma</h1>\r\n
              \r\n
              <p>Az Erdélyi Múzeum-Egyesület 2002 óta évi rendszerességgel ünnepli a magyar tudomány napját, amelyet a Magyar Tudományos Akadémia tudomány ünnepi eseménysorozatához kapcsolt. Rendezvényünk fővédnöke a Magyar Tudományos Akadémia elnöke. Noha a rendezvény központi témáját tekintve kapcsolódik az MTA rendezvénysorozatához, mindig sajátos színezetet kap, s mára emblematikus eseménnyé nőtte ki magát, amely mind a szakosztályokat, mind a fiókegyesületeket szervesen bevonja az erdélyi magyar tudományos élet vérkeringésébe. A nagyszabású eseményre mindig az Egyesület alapítási&nbsp;évfordulójához (1859. november 23.) legközelebb eső hétvégén kerül sor.&nbsp;A kétnapos rendezvény pénteki napján plenáris előadások hangzanak el. Hagyomány immár, hogy erre az ülésszakra fiatal kutatókat hívunk meg a legkülönbözőbb szakterületekről, így a résztvevők több kutatási területről ismerhetnek meg olyan eredményeket, amelyek híven tükrözik a fiatal tudósnemzedék által képviselt kutatási irányokat.&nbsp;</p>\r\n
              \r\n
              <p>Szombaton a szakosztályok megtartják saját tudományterületükhöz kapcsolódó tanácskozásaikat, s ebbe kapcsolódtak be október, november folyamán a fiókegyesületek is saját konferenciáikkal. A fiókegyesületek rendezvényeinek tematikáját általában az egyes régiókban felmerülő problémák, kérdések adják. Az Erdélyi Múzeum-Egyesület éves nagykonferenciájának célja, hogy fórumot teremtsen a friss kutatási eredmények bemutatásának és népszerűsítésének, ugyanakkor lehetővé tegye a felmerülő problémák és jövőbeni feladatok kijelölését, közös munkára ösztönözze a tudományos élet résztvevőit, s biztosítsa a szakmai párbeszédet.</p>\r\n
              \r\n
              <p>Az elhangzott előadások kötetekben is megjelennek. A&nbsp;<em>Certamen</em>&nbsp;sorozatban a nyelv-, irodalom-, néprajztudomány, történelem és zenetörténeti szekció előadásait, valamint a&nbsp;<em>Műszaki Tudományos Közlemények</em>&nbsp;sorozatban a reáltudományok szakterületén elhangzott előadások írott változatát olvashatják az érdeklődők. A természettudományi előadások közlésre javasolt tanulmányait a&nbsp;<em>Múzeumi Füzetek – Acta Scientiarium Transylvanica</em>&nbsp;folyóiratban tesszük közzé.</p>\r\n
              \r\n
              <p>A rendezvénysorozat jellemzője a szakmaiság, célja a korszerű tudományos eredmények bemutatása, megvitatása, a tudomány értékeinek terjesztése, s mindemellett a tudományos közösség építése.</p>\r\n
              \r\n
              <p>Az ünnep alkalmával kerül sor a gróf Mikó Imre-emléklapok átadására, amelyeket egyesületünk a folyamatos működtetésében végzett kiemelkedő munka, illetve jelentős oktatói és kutatói tevékenység elismeréseként ad át tagjainak és pártolóinak.</p>\r\n
              \r\n
              <p>Az Erdélyi Múzeum-Egyesület tudománynapi konferenciája közel két évtizedes múltra tekint vissza. Tapasztalataink azt mutatják, hogy igény van ennek megrendezésére, hiszen az esemény mind a tudományos élet résztvevőit, mind a laikus közönséget megmozgatja, részt vállal a tudományos eredmények népszerűsítésében, s hozzájárul annak az eszménynek a továbbviteléhez, amelyet gr. Mikó Imre és az EME alapítói 160 évvel ezelőtt megálmodtak.</p>\r\n
              \r\n
              <p>Rendezvényeink tematikája:</p>\r\n
              \r\n
              <p>2025 <a href="https://www.eme.ro/mtne2025">200 év a tudás és a társadalom szolgálatában - MTA 200</a></p>\r\n
              \r\n
              <p>2024 <a href="https://www.eme.ro/mtne2024" hreflang="hu">165 éves az Erdélyi Múzeum-Egyesület, megnyitó, plenáris előadások</a></p>\r\n
              \r\n
              <p>2023&nbsp;<a href="https://www.eme.ro/mtne2023" target="_blank">Tudomány: válaszok a globális kihívásokra</a></p>\r\n
              \r\n
              <p>2022&nbsp;<a href="https://www.eme.ro/esemeny/a-magyar-tudomany-napja-erdelyben-2022-megnyito-plenaris-eloadas-1" target="_blank">Tudomány: út a világ megismeréséhez</a></p>\r\n
              \r\n
              <p>2021&nbsp;<a href="https://www.eme.ro/esemeny/a-magyar-tudomany-napja-erdelyben-2021-megnyito-plenaris-eloadasok" target="_blank">Tudomány: iránytű az élhető jövőhöz</a></p>\r\n
              \r\n
              <p>2020&nbsp;<a href="https://www.eme.ro/esemeny/a-magyar-tudomany-napja-erdelyben-2020-megnyito-plenaris-eloadasok" target="_blank">Jövőformáló tudomány</a></p>\r\n
              \r\n
              <p>2019&nbsp;<a href="https://www.eme.ro/esemeny/a-magyar-tudomany-napja-erdelyben-18-forum" target="_blank">Értékteremtő tudomány - Az EME megalakulásának 160. évfordulója</a></p>\r\n
              \r\n
              <p>2018&nbsp;<a href="https://www.eme.ro/esemeny/a-magyar-tudomany-napja-erdelyben-17-forum" target="_blank">Határtalan tudomány</a></p>\r\n
              \r\n
              <p>2017<a href="https://www.eme.ro/esemeny/a-magyar-tudomany-napja-erdelyben-megnyito-plenaris-eloadasok" target="_blank">&nbsp;Emberközpontú tudomány</a></p>\r\n
              \r\n
              <p>2016&nbsp;<a href="https://www.eme.ro/esemeny/a-magyar-tudomany-napja-erdelyben-15-forum-megnyito-plenaris-eloadasok">Oknyomozó tudomány</a></p>\r\n
              \r\n
              <p>2015&nbsp;<a href="https://www.eme.ro/esemeny/mtne2015" target="_blank">A tudomány evolúciója: a valóság és a virtuális világok</a></p>\r\n
              \r\n
              <p>2014&nbsp;<a href="https://www.eme.ro/mtne2014">Messze látó tudomány: felelős válaszok a jövőnek</a></p>\r\n
              \r\n
              <p>2013&nbsp;<a href="https://www.eme.ro/mtne2013">Velünk élő tudomány</a></p>\r\n
              \r\n
              <p>2012&nbsp;<a href="https://www.eme.ro/mtne2012">A felfedező tudomány 21. század eleji eredményei és távlatai Erdélyben</a></p>\r\n
              \r\n
              <p>2011&nbsp;<a href="http://www.eme.ro/mtne2011">Az erdélyi magyar tudomány a rendszerváltás után</a></p>\r\n
              \r\n
              <p>2010&nbsp;<a href="https://www.eme.ro/mtne2010">A régiók tudománya - a tudományok régiói</a></p>\r\n
              \r\n
              <p>2009&nbsp;<a href="https://www.eme.ro/mtne2009">Az EME megalalakulásának 150 éves jubileuma</a></p>\r\n
              \r\n
              <p>2008&nbsp;<a href="https://www.eme.ro/esemeny/mtne2008" target="_blank">Erdélyi tudományos közgyűjtemények</a></p>\r\n
              \r\n
              <p>2007&nbsp;<a href="https://www.eme.ro/esemeny/mtne2007">Tudomány és Társadalom</a></p>\r\n
              \r\n
              <p>2006&nbsp;<a href="http://www.eme.ro/mtne2006">Az 1956-os magyarországi forradalom hatása Erdélyben</a></p>\r\n
              \r\n
              <p>2005&nbsp;<a href="https://www.eme.ro/mtne2005">Az erdélyi magyar tudománytörténet</a></p>\r\n
              \r\n
              <p>2004&nbsp;<a href="http://www.eme.ro/mtne2004">A tudományok párbeszéde</a></p>\r\n
              \r\n
              <p>2003&nbsp;<a href="https://www.eme.ro/mtne2003">A régiókutatás, különös tekintettel Erdély történeti régióira</a></p>\r\n
              \r\n
              <p>2002&nbsp;<a href="https://www.eme.ro/mtne2002">Céljaink, lehetőségeink a tudományművelésben</a></p>\r\n
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