Abstract
Develop research and human resources training activities in the areas of Linear Partial Differential Equations and Multidimensional Complex Analysis. (AU)
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Paulo Domingos Cordaro
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Universidade de São Paulo (USP). Instituto de Matemática e Estatística (IME) (Institutional affiliation from the last research proposal) Birthplace: Brazil
graduate at Bacharelado em Matemática Aplicada from Universidade de São Paulo (1975), master's at Mathematics from Universidade de São Paulo (1979) and ph.d. at Matemática from Rutgers - The State University of New Jersey (1985). Has experience in Mathematics, focusing on Analyses, acting on the following subjects: regularidade analitica, hiperfuncoes, resolubilidade local, resolubilidade and regularidade global. (Source: Lattes Curriculum)
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Research grants
- XII Workshop on Geometric Analysis of PDEs and Several Complex Variables, AO.R
Abstract
O programa do workshop consistirá de palestras, de 50 minutos de duração, ministradas por pesquisadores convidados pelo Comitê Científico, e de uma sessão de pôsteres. Os palestrantes deverão expor resenhas sobre importantes trabalhos de pesquisa bem como apresentar novos resultados e direções para futura investigação. Espera-se também que durante as horas livres entre as apresentações oc…
- Analytic and smooth regularity in CR geometry, AP.R
Abstract
The main goal of the project is to make the union of the research groups of the State of São Paulo and the "Masaryk University in Brno", in the Czech Republic, lead to the achievement of significant results in the area of CR geometry as well to the study of the local solvability for the tangential Cauchy-Riemann complexes. (AU)
- X Workshop on Partial Differential Equations and Multiple Complex Variables, AO.R
Abstract
O programa do workshop consistirá de palestras, de 50 minutos de duração, ministradas por pesquisadores convidados pelo Comitê Científico, de um mini-curso voltado a alunos de doutorado e recém doutores e de uma sessão de postores. Os palestrantes deverão expor resenhas sobre importantes trabalhos de pesquisa bem como apresentar novos resultados e direções para futura investigação. A desc…
(Only some records are available in English at this moment)
Scholarships in Brazil
- Distribution Theory and the Malgrange-Ehrenpreis Theorem, BP.IC
Abstract
To study the Malgrange-Ehrenpreis Theorem on the existence of fundamental solutions for constant coefficients linear partial differential operators.
- Exploring a text by Terence Tao, BP.IC
Abstract
Scientific Initiation Project - Exploring a text by Terence TaoIn 2007, one of today's most brilliant mathematicians, Terence Tao, debuted a blogto address a variety of mathematical topics, ranging from his own research themes toundergraduate topics, passing through research articles. . The blog material has beenpublished in several volumes by the "American Mathematical Society", one of t…
- "Exploring a text by Terence Tao", BP.IC
Abstract
Scientific Initiation Project - Exploring a text by Terence TaoIn 2007, one of today's most brilliant mathematicians, Terence Tao, debuted a blogto address a variety of mathematical topics, ranging from his own research themes toundergraduate topics, passing through research articles. . The blog material has beenpublished in several volumes by the "American Mathematical Society", one of t…
- REGULARITY OF THE SOLUTIONS FOR SUM OF SQUARES OF REAL AND COMPLEX VECTOR FIELDS, BP.PD
Abstract
The goal of the research project is the study of the analytic and Gevrey regularity for solutions to elliptic degenerate elliptic equations, defined by sum of squares of real vector fields satisfying Hörmander condition. The case when the vector fields are complex valued will also be analyzed.
(Only some records are available in English at this moment)
Scholarships abroad
- Resolubilidade local para sistemas de campos vetoriais complexos, BE.PQ
Abstract
Dar continuidade ao projeto de pesquisa que venho desenvolvendo em conjunto com o Prof. François Treves sobre a resolubilidade local de sistemas definidos por estruturas localmente integráveis. (AU)