tag:blogger.com,1999:blog-30325520854518105092024-02-07T10:20:07.718-08:00Encontro "Évariste Galois" - BicentenárioOrganizaçãohttp://www.blogger.com/profile/03054421945359955939noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-3032552085451810509.post-28622283417027391402012-02-23T02:46:00.000-08:002012-02-23T02:46:14.489-08:00Call for papers for the “Évariste Galois” Meeting - 200th Anniversary<b>Call for papers for the “Évariste Galois” Meeting - 200th Anniversary</b> post-conference Proceedings to be published by Hermann Éditeurs des sciences et des arts.<br />
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We invite all contributing authors from “Évariste Galois” Meeting - 200th Anniversary to submit a full version of their paper presented at the conference.<br />
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All submissions will be subjected to the usual refereeing process adopted by scientific publications.<br />
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Please submit the file(s) by May 29th, 2012.<br />
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Decision notifications and acceptance will be communicated by August 1st 2012.<br />
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The papers presented at the “Galois 200 anos” in Curitiba-Brazil will be published in the same book.<br />
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Editors:<br />
Brazil: Fábio Maia BERTATO and José Carlos CIFUENTES<br />
France: Jean-Jacques SZCZECINIARZOrganizaçãohttp://www.blogger.com/profile/03054421945359955939noreply@blogger.com0tag:blogger.com,1999:blog-3032552085451810509.post-38402071520623398702011-07-25T05:49:00.000-07:002011-11-18T14:43:29.007-08:00Encontro "Évariste Galois" - Bicentenário - 21 a 25 de novembro de 2011<div class="separator" style="clear: both; text-align: justify;"><b><span style="color: red;">LOCALIZAÇÃO:</span> </b><a href="http://wikimapia.org/107481/pt/IMECC-Instituto-de-Matem%C3%A1tica-Estat%C3%ADstica-e-Computa%C3%A7%C3%A3o-Cient%C3%ADfica">AQUI!</a></div><div class="separator" style="clear: both; text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: justify;"><b>LOCAL: AS ATIVIDADES DO ENCONTRO GALOIS SERÃO REALIZADAS NO ANFITEATRO DO IMECC (Instituto de Matemática, Estatística e Computação Científica)</b></div><div class="separator" style="clear: both; text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: justify;">Rua Sérgio Buarque de Holanda, 651 </div><div class="separator" style="clear: both; text-align: justify;">Cidade Universitária "Zeferino Vaz" – Distr. Barão Geraldo </div><div class="separator" style="clear: both; text-align: justify;">Campinas – São Paulo – Brasil</div>CEP 13083-859 – F. (19) 3521-5921<br />
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</div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://upload.wikimedia.org/wikipedia/commons/thumb/5/53/Evariste_galois.jpg/220px-Evariste_galois.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/53/Evariste_galois.jpg/220px-Evariste_galois.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH_93O3YGi_TPmLKez83AzfG7jpo286NfUqPJpUlOlrcf0t34u85paSfWLznTa89YhMuEf37yzXZ8F5J6sYautZqf5jfMqtTIG5YheeyH42cdqZQAuJ46wiZId3o1uqkr0drFV9HH-AAZh/s1600/Cronograma+-+programa%25C3%25A7%25C3%25A3o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://encontroevaristegalois.blogspot.com/p/teste.html">ENGLISH HERE</a></div><div class="separator" style="clear: both; color: red; text-align: center;"><span style="font-size: x-large;"><br />
</span></div><div class="separator" style="clear: both; color: red; text-align: center;"><span style="font-size: x-large;"><a href="http://encontroevaristegalois.blogspot.com/p/conferencias.html">CONFERÊNCIAS</a></span></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="http://www.cle.unicamp.br/pesq/bertato/Encontro.pdf"><span style="font-size: large;"><b><span style="color: red;">Pôster</span></b></span></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div style="text-align: justify;">Em comemoração aos 200 anos de aniversário de <a href="http://www-history.mcs.st-and.ac.uk/Biographies/Galois.html">Évariste Galois</a> (25 de Outubro, 1811 - 31 de Maio, 1832), realizar-se-á na <a href="http://www.unicamp.br/unicamp/">UNICAMP</a> (<a href="http://www.campinas.sp.gov.br/">Campinas</a> - SP) o <b>ENCONTRO "ÉVARISTE GALOIS" - BICENTENÁRIO, </b>sob organização do Centro de Lógica, Epistemologia e História da Ciência (<b>CLE</b>). O ENCONTRO dividir-se-á na <b>ESCOLA GALOIS</b> e na <b>JORNADA GALOIS</b>.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">O objetivo do ENCONTRO é o intercâmbio de ideias e resultados que contemplem as denominadas "Teorias de Galois" relacionadas com áreas diversas da <b>Matemática</b> e da <b>Lógica</b>. Evidentemente, uma homenagem ao jovem matemático Galois deve apresentar aspectos relacionados com sua vida e produção própria, em exposições especiais na área de <b>História da Matemática.</b></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A <b>ESCOLA GALOIS</b> oferecerá três minicursos, ministrados por distintos docentes e pesquisadores de Universidades e Institutos Brasileiros.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Minicurso 1 - "Teoria de Galois Tradicional"</b></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Minicurso 2 - "Expansões da Teoria de Galois em Álgebra"</b></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Minicurso 3 - "Hipótese de Riemann para Curvas Algébricas"</b></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Os minicursos da ESCOLA GALOIS serão ministrados nos dias 21, 22 e 23 de novembro de 2011.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A <b>JORNADA GALOIS</b> contará com exposições e conferências sobre resultados ou tendências mais avançados sobre as "Teorias de Galois" nas áreas indicadas.<br />
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A JORNADA ocorrerá nos dias 24 e 25 de novembro de 2011.<br />
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<span style="font-size: large;"><b><span style="color: red;"><a href="http://encontroevaristegalois.blogspot.com/p/palestrantes-convidados-invited.html">Palestrantes Convidados - Aqui</a></span></b></span></div><div style="text-align: justify;"><br />
</div><div style="text-align: center;"><b>CRONOGRAMA DA PROGRAMAÇÃO</b></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><b>"ESCOLA GALOIS"</b></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfdGcG9Q0ZIID8sZFrqKvug_2-zIR9tbCDYxbhlMqzTaEWpMrAXYVzEQry8fedmSdwY6nv0SMi9X3c0eQbcXNC_oSxJI1oqBMylwG0BrNlF3sfUbn_LBWpJKubwGlqtgZ-YrV0FY3fU0OT/s1600/crono1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfdGcG9Q0ZIID8sZFrqKvug_2-zIR9tbCDYxbhlMqzTaEWpMrAXYVzEQry8fedmSdwY6nv0SMi9X3c0eQbcXNC_oSxJI1oqBMylwG0BrNlF3sfUbn_LBWpJKubwGlqtgZ-YrV0FY3fU0OT/s400/crono1.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMRYOJueDA6zyJDZjzNLqMEeyFZN-HatLd2rEZAMjpSCigEJcMgKs7MPOVUi0XT1u0ZtQoV2A1AxmTUefLcFhx6F4k_a6Kl77ImE1a2-Hgq6tizE3hJFr50tqKADOKsKQfKANioREeO7um/s1600/crono2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div><div class="separator" style="clear: both; text-align: center;"><b>"JORNADA GALOIS"</b></div><div class="separator" style="clear: both; text-align: center;"><br />
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" 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</a></div><div class="separator" style="clear: both; text-align: center;"><b>Conferências</b></div><b><span lang="FR" style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt;"></span></b><b><span style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt;"></span></b><br />
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</td><td nowrap="nowrap" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 517.85pt;" valign="bottom" width="690"><b>1 O incornformismo de Évariste Galois na Matemática, na Política e na Educação - Ubiratan D’AMBROSIO (Unicamp) <br />
2 Galois, student and aspiring mathematician at the beginning of the 19th century - Caroline EHRHARDT (SHE, Paris)<br />
3 Théorie de Galois des équations différentielles - Bruno POIZAT (Université Lyon I) <br />
4 Do teorema fundamental dos polinômios simétricos à teoria de Galois - Paulo AGOZZINI (USP) <br />
5 Recobrimentos Galoisianos de curvas - André CONTIERO (UFAL) <br />
6 La puissance mystérieuse de la théorie de Galois - Jean Jacques SZCZECINIARZ (Université Paris Diderot Paris 7) <br />
7 Arcos e pontos de curvas projetivas planas sobre corpos de Galois - Fernando TORRES (IMECC/Unicamp) <br />
8 Observações sobre a teoria generalizada de Galois - Newton DA COSTA (USP - UFSC) <br />
9 Teoria de Galois em perspectiva estrutural - Jairo DA SILVA (UNESP) <br />
10 Aplicações de Cúbicas Galoisianas - Tatiana Miguel RODRIGUES (UNESP) <br />
11 Extensões Galoisianas de Grupos e de Módulos no Contexto da Álgebra Universal - José Carlos CIFUENTES (UFPR)<br />
12 Relation algebra throughout Galois Connections - PETRUCIO Viana (UFF) <br />
13 Théorie de Galois imaginaire - Bruno POIZAT (Université Lyon I) </b><br />
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</td><td nowrap="nowrap" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 517.85pt;" valign="bottom" width="690"><b>ATENÇÃO!</b></td><td nowrap="nowrap" style="height: 15pt; padding: 0cm 3.5pt; width: 517.85pt;" valign="bottom" width="690"><b> </b></td><td nowrap="nowrap" style="height: 15pt; padding: 0cm 3.5pt; width: 517.85pt;" valign="bottom" width="690"><b> </b></td> <td nowrap="nowrap" style="height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 48.8pt;" valign="bottom" width="65"><br />
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</tbody></table><pre style="color: red;"><span style="font-size: large;"><b> </b></span></pre><pre style="color: red;"><span style="font-size: large;"><b>No dia 24/11, às 19h30, teremos uma sessão extraordinária dos "Seminários </b></span></pre><pre style="color: red;"><span style="font-size: large;"><b>do Grupo de Lógica Teórica e Aplicada (GLTA) e Colloquia Logicae" </b></span></pre><pre style="color: red;"><span style="font-size: large;"><b>(<a href="http://seminarioscle.blogspot.com/" target="_blank">http://seminarioscle.blogspot.com/</a>)do Centro de Lógica, Epistemologia </b></span></pre><pre style="color: red;"><span style="font-size: large;"><b>e História da Ciência, após a Conferência 8, ministrada por Marcelo Berman, intitulada </b></span></pre><pre style="color: red;"><span style="font-size: large;"><b> </b></span></pre><pre style="color: red;"><span style="font-size: x-large;"><b>"Realization of Einstein´s Machian Program"</b></span></pre><br />
<br />
<b>Comitê Organizador</b> <br />
<br />
Fábio <b>BERTATO</b> (coordenador - UNICAMP)<br />
Davide <b>CRIPPA</b> (Université Paris 7)<br />
Itala<b> D'OTTAVIANO</b> (UNICAMP)<br />
Hugo <b>MARIANO</b> (USP)<br />
<br />
<b>Comitê Científico</b> <br />
<br />
Fábio <b>BERTATO</b> (UNICAMP)<br />
Walter <b>CARNIELLI</b> (UNICAMP)<br />
André <b>CONTIERO</b> (UFAL)<br />
Itala <b>D'OTTAVIANO</b> (UNICAMP)<br />
Hugo <b>MARIANO</b> (USP)<br />
Sergio <b>NOBRE</b> (UNESP)<br />
<br />
<b>Realização:</b><br />
<a href="https://www.cle.unicamp.br/index.php/">Centro de Lógica, Epistemologia e História da Ciência</a> (<b>CLE</b>-UNICAMP).<br />
<b>Apoio: </b><br />
<a href="http://www.cle.unicamp.br/sbl/">Sociedade Brasileira de Lógica</a> (<b>SBL</b>)<br />
<a href="http://www.sbhmat.com.br/">Sociedade Brasileira de História da Matemática</a> (<b>SBHMat</b>)Organizaçãohttp://www.blogger.com/profile/03054421945359955939noreply@blogger.com0