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Matematika &eacute;s Informatika Alkalmaz&aacute;sokkal Konferencia<br><br>Helysz&iacute;n: Cs&iacute;kszereda, Sapientia EMTE &eacute;p&uuml;lete<br>Id&#337;pont: 2015. november 13-15<br><br></font><a href="http://www.cs.ubbcluj.ro/~darvay/eme/mtne2015/">A rendezv&eacute;ny honlapja...</a><br><br><b>P&eacute;ntek (2015. november 13)</b><br><p> 15.30 Regisztr&aacute;ci&oacute;<br> 15.55 Megnyit&oacute; &ndash; 17-es terem &ndash; Kis aula<br><br><b> Matematika el&#337;ad&aacute;sok (Eln&ouml;k: Szenkovits Ferenc) &ndash; 17-es terem &ndash; Kis aula</b><br> 16.00 Darvay Zsolt, Tak&aacute;cs Petra-Ren&aacute;ta: <i>&uacute;j prim&aacute;l-du&aacute;l hossz&uacute; l&eacute;p&eacute;ses bels&#337;pontos algoritmus line&aacute;ris optimaliz&aacute;l&aacute;sra</i><br> 16.20 S&aacute;ndor Zsolt: <i>Egy piaci egyens&uacute;lymodell matematikai vonatkoz&aacute;sai</i><br> 16.40 Mak&oacute; Zolt&aacute;n: <i>A spektr&aacute;l algoritmus alkalmaz&aacute;si lehet&#337;s&eacute;ge a tiszta jellemz&#337;kkel rendelkez&#337; keresleti modellben</i><br> 17.00 R&oacute;th &Aacute;goston: <i>Geometriailag folytonos, Nielson-t&iacute;pus&uacute; interpol&aacute;l&oacute; h&aacute;romsz&ouml;gfoltok &aacute;ltal&aacute;nos&iacute;t&aacute;sa energiafunkcion&aacute;lok optimaliz&aacute;l&aacute;s&aacute;val</i><br> 17.20 N&eacute;meth S&aacute;ndor: <i>G&ouml;mblefed&eacute;s minim&aacute;lis sz&aacute;m&uacute; z&aacute;rt r&ouml;vid halmazzal</i><br>  <br> <b>Didaktika el&#337;ad&aacute;sok (Eln&ouml;k: Olosz Ferenc) &ndash; 15-&ouml;s terem</b><br> 16.00 Vad Zolt&aacute;n: <i>Virtu&aacute;lis oktat&aacute;si terek alkalmaz&aacute;sa a k&ouml;zoktat&aacute;sban</i><br> 16.20 T&oacute;thn&eacute; Vir&aacute;g &Aacute;gnes Annam&aacute;ria: <i>A magyarorsz&aacute;gi matematika oktat&aacute;sr&oacute;l az &uacute;j tan&uuml;gyi rendelkez&eacute;sek f&eacute;ny&eacute;ben</i><br> 16.40 Klepp Ferenc: <i>Betekint&eacute;s a baden-w&uuml;rttembergi gimn&aacute;ziumi matematikaoktat&aacute;sba</i><br> 17.00 Kolumb&aacute;n J&oacute;zsef: <i>A tan&aacute;rk&eacute;pz&eacute;s k&eacute;rd&eacute;sei</i><br>  <br><b> Informatika el&#337;ad&aacute;sok (Eln&ouml;k: Robu Judit) &ndash; 16-os terem</b><br> 16.00 K&aacute;tai Zolt&aacute;n, Pletl Rita, Harangus Katalin, Vekov G&eacute;za: <i>Tan&aacute;rk&eacute;pz&eacute;s: sz&ouml;veg&eacute;rtelmez&eacute;s vs. algoritmikus gondolkod&aacute;s</i><br> 16.20 Kov&aacute;cs Lehel Istv&aacute;n: <i>&uacute;j paradigm&aacute;k az oktat&aacute;sban</i><br> 16.40 Lib&aacute;l Andr&aacute;s: <i>Mesters&eacute;ges spin j&eacute;g rendszerek sz&aacute;m&iacute;t&oacute;g&eacute;pes szimul&aacute;l&aacute;sa</i><br> 17.00 S&aacute;ndor Csan&aacute;d, Lib&aacute;l Andr&aacute;s: <i>Akt&iacute;v anyag szimul&aacute;ci&oacute;j&aacute;nak p&aacute;rhuzamos&iacute;t&aacute;sa grafikus k&aacute;rty&aacute;n</i><br>  <br> 17.00 Ol&aacute;h-G&aacute;l R&oacute;bert, a Magyar Nyelv Napj&aacute;n,  a Megyei K&ouml;nyvt&aacute;rban: A magyar matematikai szaknyelv kialakul&aacute;s&aacute;r&oacute;l. (Alternat&iacute;v program a Sz&eacute;kelyf&ouml;ld foly&oacute;irat rendez&eacute;s&eacute;ben.)<br>  <br> 18.00 Kerekasztal megbesz&eacute;l&eacute;s. A matematika tan&aacute;rk&eacute;pz&eacute;s id&#337;szer&#369; probl&eacute;m&aacute;i. Moder&aacute;tor: Mak&oacute; Zolt&aacute;n (15-&ouml;s terem)<br>  <br> <b>Szombat (2015. november 14)</b><br><br><b> Plen&aacute;ris el&#337;ad&aacute;sok (Eln&ouml;k: K&aacute;sa Zolt&aacute;n) &ndash; 17-es terem &ndash; Kis aula</b><br> 9.00 Ill&eacute;s Tibor, Moln&aacute;r-Szipai Rich&aacute;rd: <i>Pivot algoritmusok polinomi&aacute;lis komplexit&aacute;sa h&aacute;l&oacute;zati folyam feladatokon</i><br> 9.45 Csendes Tibor: <i>Megb&iacute;zhat&oacute; optimaliz&aacute;l&aacute;s</i><br> Plen&aacute;ris el&#337;ad&aacute;s (Eln&ouml;k: K&aacute;sa Zolt&aacute;n) &ndash; 17-es terem &ndash; Kis Aula<br> 10.45 Kassay G&aacute;bor: Az egyens&uacute;lyfeladat &eacute;s alkalmaz&aacute;sai<br>  <br> <b>Matematika el&#337;ad&aacute;sok (Eln&ouml;k: Darvay Zsolt) &ndash; 17-es terem &ndash; Kis aula</b><br> 11.50 S&aacute;ndor J&oacute;zsef: <i>Oszt&oacute;f&uuml;ggv&eacute;nyek fels&#337; becsl&eacute;seir&#337;l</i><br> 12.10 Krist&aacute;ly S&aacute;ndor: <i>F&ouml;l&ouml;sleges konvexit&aacute;si fogalmak Hadamard sokas&aacute;gokon</i><br> 12.30 Farkas Csaba, Krist&aacute;ly S&aacute;ndor, Varga Csaba: <i>Szingul&aacute;ris Poisson t&iacute;pus&uacute; egyenletek g&ouml;rb&uuml;lt terekben</i><br> 12.50 Baricz &Aacute;rp&aacute;d: <i>Bessel f&uuml;ggv&eacute;nyek deriv&aacute;ltjainak z&eacute;rusai</i><br>  <br> <b>Didaktika el&#337;ad&aacute;sok (Eln&ouml;k: Ol&aacute;h-G&aacute;l R&oacute;bert) &ndash; 15-&ouml;s terem</b><br> 11.50 Tuzson Zolt&aacute;n: <i>Vigy&aacute;zat! A gondolataink fert&#337;zhetnek!</i><br> 12.10 Ambrus Erna: <i>&eacute;lm&eacute;nymatematika</i><br> 12.30 Baranyai T&uuml;nde-Kl&aacute;ra: <i>Aritmetika tan&iacute;t&aacute;sa a BBTE tan&iacute;t&oacute;- &eacute;s &oacute;vodapedag&oacute;gia szak&aacute;n</i><br> 12.50 Moln&aacute;r Andrea &Eacute;va, Hadnagy Kinga, L&aacute;szl&oacute; Ren&aacute;ta, Sz&eacute;kely No&eacute;mi: <i>A matematika ir&aacute;nti attit&#369;d &eacute;s a tanul&aacute;si motiv&aacute;ci&oacute; kapcsolata</i><br>  <br> <b>Informatika el&#337;ad&aacute;sok (Eln&ouml;k: Antal Margit) &ndash; 16-os terem</b><br> 11.50 K&aacute;sa Zolt&aacute;n:<i> A Warshall-algoritmus &eacute;s alkalmaz&aacute;sai</i><br> 12.10 P&aacute;l L&aacute;szl&oacute;: <i>Egy m&oacute;dos&iacute;tott direkt keres&#337; elj&aacute;r&aacute;s vizsg&aacute;lata</i><br> 12.30 Bordi Eszter, Bod&oacute; Zal&aacute;n: <i>A zenesz&ouml;vegt&#337;l a zenest&iacute;lusig</i><br> 12.50 Bod&oacute; Zal&aacute;n: Egy &eacute;szrev&eacute;tel a c&iacute;mkepropag&aacute;l&aacute;s algoritmus&aacute;val kapcsolatban<br> 13.10 Eb&eacute;dsz&uuml;net<br>  <br> <b>Matematika el&#337;ad&aacute;sok (Eln&ouml;k: Krist&aacute;ly S&aacute;ndor) &ndash; 17-es terem &ndash; Kis aula</b><br> 15.20 Bencze Mihaly, Marius Dr&#259;gan: <i>Erd&#337;s-Mordell t&iacute;pus&uacute; egyenl&#337;tlens&eacute;gek</i><br> 15.40 Horv&aacute;th S&aacute;ndor: <i>Egy &uacute;j val&oacute;sz&iacute;n&#369;s&eacute;gsz&aacute;m&iacute;t&aacute;si paradoxon</i><br> 16.00 Engel Olga, Sz&aacute;sz R&oacute;bert: <i>Csillagszer&#369; f&uuml;ggv&eacute;nyek &ouml;sszetev&eacute;se</i><br> 16.20 Gy&#337;rfi Jen&#337;: <i>Az egzakt darabol&aacute;s-lefed&eacute;s l&eacute;tez&eacute;s&eacute;nek-neml&eacute;tez&eacute;s&eacute;nek probl&eacute;m&aacute;ja</i><br>  <br><b> Didaktika el&#337;ad&aacute;sok (Eln&ouml;k: K&aacute;tai Zolt&aacute;n) &ndash; 15-&ouml;s terem</b><br> 15.20 Olosz Ferenc: <i>K&ouml;nny&#369; vagy neh&eacute;z egy adott feladat?</i><br> 15.40 Debrenti Edith: <i>Tan&iacute;t&oacute;k&eacute;pz&#337;s hallgat&oacute;k geometriai ismeretei</i><br> 16.00 Varga J&aacute;nos: <i>Hat&aacute;r&eacute;rt&eacute;k sz&aacute;m&iacute;t&aacute;s egyszer&#369;bb megold&aacute;sa saj&aacute;t eredm&eacute;nyre &eacute;p&uuml;l&#337; &uacute;j didaktikai m&oacute;dszerekkel</i><br> 16.20 Matekovits Mih&aacute;ly: <i>Mit lehet &eacute;s mit nem szabad modernnek mondani a kisoszt&aacute;lyok  matematika oktat&aacute;s&aacute;ban</i><br>  <br><b> Matematika t&ouml;rt&eacute;neti &eacute;s informatika el&#337;ad&aacute;sok (Eln&ouml;k: P&aacute;l L&aacute;szl&oacute;) &ndash; 16-os terem</b><br> 15.20 Antal Margit: <i>Billenty&#369;z&eacute;si ritmus alap&uacute; hiteles&iacute;t&eacute;s &eacute;rint&#337;k&eacute;perny&#337;s eszk&ouml;z&ouml;kre</i><br> 15.40 Gask&oacute; No&eacute;mi: <i>Social welfare egyens&uacute;ly meghat&aacute;roz&aacute;sa nem-kooperat&iacute;v j&aacute;t&eacute;kokban</i><br> 16.00 Weszely Tibor: <i>A nemeuklideszi geometria felfedez&eacute;s&eacute;nek priorit&aacute;si probl&eacute;m&aacute;i</i><br> 16.20 Ol&aacute;h-G&aacute;l R&oacute;bert: <i>Farkas Gyula &eacute;s R&eacute;thy M&oacute;r levelez&eacute;se</i><br>  <br> 17.00 A Farkas Gyula-eml&eacute;k&eacute;rem &aacute;tad&aacute;si &uuml;nneps&eacute;ge &ndash; Nagy Aula<br>19.00 Vacsora<br><br>Vas&aacute;rnap (2015. november 15)<br> 9.00 V&aacute;rosl&aacute;togat&aacute;s, kir&aacute;ndul&aacute;s</p></font>\n"
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