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607<main> 608 <section class="banner-padrao banner-350h borda-bottom-azul-claro"> 609 <picture> 610 <source 611 srcset="https://impa.br/wp-content/uploads/2025/01/Frame-4545.jpg" 612 media="(max-width: 600px)"> 613 <source 614 srcset="https://impa.br/wp-content/uploads/2025/02/Frame-4579-1200x220.jpg" 615 media="(max-width: 1200px)"> 616 <img src="https://impa.br/wp-content/uploads/2025/02/Frame-4579.jpg" 617 loading="lazy" alt="Seminários"> 618 </picture> 619 <div class="container"> 620 <h1 class="padrao-titulo">Seminários</h1> 621 </div> 622 </section> 623 <section class="padrao-bloco bloco-listagem"> 624 <div class="container"> 625 <div class="row"> 626 <div class="col-lg-3"> 627 <h2 class="padrao-titulo fw400 fs48"><strong>Próximos</strong> seminários </h2> 628 </div> 629 <div class="col-lg-9" load_more_container> 630 <div> 631 632 <div grid_item class="evento" id="10547"> 633 <div class="evento__data-resumida"> 634 <p> 635 <time datetime="2026-10-02T15:20:00"> 636 Out <strong>02</strong> </time> 637 </p> 638 </div> 639 <div class="evento__content"> 640 <div style="display: flex; gap: 10px"> 641 <p class="evento__categoria"> Coloquio dos Alunos </p> 642 </div> 643 <h3 class="evento__titulo"> 644 An Introduction to Dispersive Equations, from Solitary Waves to Stability </h3> 645 <p class="evento__expositor">Expositor: Diego Yupanqui</p> 646 <div class="evento__detalhes"> 647 <p class="evento__data"> 648 <time datetime="2026-10-02T15:20:00"> 649 Sex 02 out 2026, 15:20 </time> 650 </p> 651 <p class="evento__local">SALA 228</p> 652 </div> 653 <div class="evento__texto" js-bloco-ver-mais> 654 <p>Dispersive partial differential equations model wave propagation in settings ranging from ocean surfaces and internal ocean waves to optical fibers and plasmas. While dispersion alone tends to spread and flatten wave packets, many nonlinear dispersive equations support a remarkable class of solutions — solitary waves — that travel without changing shape, through an exact balance between dispersive spreading and nonlinear focusing. These waves are conjectured to be the fundamental building blocks of the long-time dynamics of dispersive equations: the soliton resolution conjecture predicts that generic solutions decompose, as time evolves, into a finite sum of solitary waves plus a radiation term that disperses away. A necessary step toward this picture is understanding whether solitary waves are themselves stable, in the appropriate (orbital) sense.<br /> 655<br /> 656In this talk I will give a gentle, mostly non-technical introduction to these ideas, and then describe my own contribution: the existence of solitary waves for the generalized Intermediate Long Wave (gILW) equation — a model for internal waves in a fluid of finite depth that interpolates between the generalized Korteweg–de Vries and Benjamin–Ono equations — together with their convergence to the solitary waves of these two limiting models, and their orbital stability and instability in the shallow-water regime, depending sharply on the strength of the nonlinearity.</p> 657 </div> 658 <button class="padrao-link-simples risca d-md-none" js-ver-mais><span>Ver detalhes +</span></button> 659 </div> 660 </div> 661 662 663 <div grid_item class="evento" id="10548"> 664 <div class="evento__data-resumida"> 665 <p> 666 <time datetime="2026-10-05T10:30:00"> 667 Out <strong>05</strong> </time> 668 </p> 669 </div> 670 <div class="evento__content"> 671 <div style="display: flex; gap: 10px"> 672 <p class="evento__categoria">
672Seminário de Geometria, Aritmética e Equações Diferenciais de PerÃodos (GADEPs)</p> 673 </div> 674 <h3 class="evento__titulo"> 675 Density of Primes with Vanishing $p$-Curvature for Gauss Hypergeometric Equations. </h3> 676 <p class="evento__expositor">Expositor: THALES ARAUJO</p> 677 <div class="evento__detalhes"> 678 <p class="evento__data"> 679 <time datetime="2026-10-05T10:30:00"> 680 Seg 05 out 2026, 10:30 </time> 681 </p> 682 <p class="evento__local">SALA 347</p> 683 </div> 684 <div class="evento__texto" js-bloco-ver-mais> 685 <p>Resumo: Para a equação hipergeométrica de Gauss $H_{a,b,c}$ com parâmetros racionais $a, b, c$, calculamos explicitamente a densidade de números primos para os quais sua curvatura $p$ é nula. Nossa abordagem usa o teorema de Cartier, por meio de sua caracterização da curvatura $p$ nula em termos de seções horizontais. </p> 686 </div> 687 <button class="padrao-link-simples risca d-md-none" js-ver-mais><span>Ver detalhes +</span></button> 688 </div> 689 </div> 690 691 692 <div grid_item class="evento" id="10545"> 693 <div class="evento__data-resumida"> 694 <p> 695 <time datetime="2026-10-06T15:30:00"> 696 Out <strong>06</strong> </time> 697 </p> 698 </div> 699 <div class="evento__content"> 700 <div style="display: flex; gap: 10px"> 701 <p class="evento__categoria">Seminário de Geometria Diferencial</p> 702 </div> 703 <h3 class="evento__titulo"> 704 Bifurcations of the Clifford torus as Willmore surfaces in Berger spheres </h3> 705 <p class="evento__expositor">Expositor: Caio B. Rodrigues</p> 706 <div class="evento__detalhes"> 707 <p class="evento__data"> 708 <time datetime="2026-10-06T15:30:00"> 709 Ter 06 out 2026, 15:30 </time> 710 </p> 711 <p class="evento__local">SALA 224</p> 712 </div> 713 <div class="evento__texto" js-bloco-ver-mais> 714 <p>O toro de Clifford em uma esfera de Berger com parâmetro $\tau$ é um ponto crÃtico do funcional de Willmore para todo $\tau \>0$, gerando um caminho suave de superfÃcies de Willmore. Ao estimar o Ãndice de Morse ao longo desse caminho, aplicamos a teoria da bifurcação para gerar novos toros de Willmore simétricos que surgem do toro de Clifford. </p> 715 </div> 716 <button class="padrao-link-simples risca d-md-none" js-ver-mais><span>Ver detalhes +</span></button> 717 </div> 718 </div> 719 720 721 <div grid_item class="evento" id="10549"> 722 <div class="evento__data-resumida"> 723 <p> 724 <time datetime="2026-10-14T10:30:00"> 725 Out <strong>14</strong> </time> 726 </p> 727 </div> 728 <div class="evento__content"> 729 <div style="display: flex; gap: 10px"> 730 <p class="evento__categoria">Seminário de Geometria, Aritmética e Equações Diferenciais de PerÃodos (GADEPs)</p> 731 </div> 732 <h3 class="evento__titulo"> 733 Quantised Picard Fuchs equations and quantum periods </h3> 734 <p class="evento__expositor">Expositor: Mauricio Garay </p> 735 <div class="evento__detalhes"> 736 <p class="evento__data"> 737 <time datetime="2026-10-14T10:30:00"> 738 Qua 14 out 2026, 10:30 </time> 739 </p> 740 <p class="evento__local">SALA 345</p> 741 </div> 742 <div class="evento__texto" js-bloco-ver-mais> 743 <p>Os fundadores da mecânica quântica (Born, Heisenberg, Dirac e Jordan) propuseram uma interpretação do espectro como uma versão quantizada das formas normais da mecânica clássica, daà o nome âmecânica quânticaâ. A inversa dessa forma normal, chamada incorretamente de âforma normal quântica de Birkhoffâ, define uma função que é um análogo quântico das integrais de perÃodo. Mostramos que, assim como no caso clássico, essas equações satisfazem equações diferenciais lineares comuns cujo grau é limitado pelo grau da homologia, tal como na teoria de Picard-Fuchs comum. Cálculos para o oscilador cúbico padrão mostram que os coeficie
743ntes da expansão do perÃodo quântico são inteiros, sugerindo um novo tipo de quantização da teoria clássica de Gromov-Witten de $(K_{\mathbb P^2})$. </p> 744 </div> 745 <button class="padrao-link-simples risca d-md-none" js-ver-mais><span>Ver detalhes +</span></button> 746 </div> 747 </div> 748 749 750 <div grid_item class="evento" id="10544"> 751 <div class="evento__data-resumida"> 752 <p> 753 <time datetime="2026-10-23T13:30:00"> 754 Out <strong>23</strong> </time> 755 </p> 756 </div> 757 <div class="evento__content"> 758 <div style="display: flex; gap: 10px"> 759 <p class="evento__categoria">Centro Pi</p> 760 </div> 761 <h3 class="evento__titulo"> 762 Recent Advances in Scientific Machine Learning for Coupled Flow and Transport </h3> 763 <p class="evento__expositor">Expositor: Dr. Ãlvaro Coutinho</p> 764 <div class="evento__detalhes"> 765 <p class="evento__data"> 766 <time datetime="2026-10-23T13:30:00"> 767 Sex 23 out 2026, 13:30 </time> 768 </p> 769 <p class="evento__local">SALA 232</p> 770 </div> 771 <div class="evento__texto" js-bloco-ver-mais> 772 <p>Scientific Machine Learning is an emerging field with significant impact on methods for solving problems in science and engineering, particularly for large-scale coupled fluid-flow and transport problems. Numerical simulations for these problems can be costly, making such approaches valuable for understanding and improving the efficiency of state quantification and prediction. This talk will review recent advances in scientific machine learning, including dynamic mode decomposition, manifold learning, graph neural networks, and neural operators (Fourier Neural Operators, DeepOnet, and hybrid schemes), as applied to coupled fluid-flow and transport problems. These problems are of interest in sustainable resource exploration, geophysics, and various industrial applications. The talk will show how data-driven information can improve the efficiency of numerical simulation software, explore parametric manifolds for unseen scenarios, and reconstruct high-dimensional simulations using lower-dimensional structures in feasible time.<br /> 773 </p> 774 </div> 775 <button class="padrao-link-simples risca d-md-none" js-ver-mais><span>Ver detalhes +</span></button> 776 </div> 777 </div> 778 779 </div> 780 781 <hr> 782 783 <div class="linha-botoes"> 784 <a href="https://impa.br/seminarios-anteriores/" class="padrao-link-simples risca" 785 target=""> 786 <span>Veja os seminários anteriores</span><svg role="img" aria-label="Ãcone "><title></title><use xlink:href="https://impa.br/wp-content/themes/impa-2024/assets/images/sprite.svg?v=5#icon-seta-perna" /></svg> </a> 787 </div> 788 </div> 789 </div> 790 </div> 791 </section> 792 793 <section class="padrao-bloco azul-claro bloco-propor"> 794 <div class="container"> 795 <h2 class="padrao-titulo fs48 fw400"> 796 <strong>Propor</strong> seminário </h2> 797 <div class="row"> 798 <div class="col-xl-10"> 799 <div class="grid-box-icone"> 800 <div> 801 <img src="https://impa.br/wp-content/uploads/2025/02/Frame-6.png" 802 alt=""> 803 <h3>Quem pode propor</h3> 804 <div class="editor link-sem-seta"> 805 <p>Alunos, pesquisadores do IMPA e pesquisadores convidados podem submeter propostas de palestra</p> 806 </div> 807 </div> 808 <div> 809 <img src="https://impa.br/wp-content/uploads/2025/02/Frame-1-4.png" 810 alt=""> 811 <h3>Como propor um seminário</h3> 812 <div class="editor link-sem-seta"> 813 <p>Para propor um seminário você deve acessar o link abaixo, preencher seus dados pessoais, escolher área de interesse, data, tÃtulo, resumo e observações. Após submissão, as palestras passam pela aprovação do pesquisador responsável pela área de interesse.</p> 814 </div> 815 <a class="padrao-link-simples risca" href="https://seminarios.impa.br/escreverSeminario" 816 target="_blank"><span>Formulário de proposta</span><svg role="img" aria-label="Ãcone "><title></title>
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