CV Lattes
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ORCID
Universidade de São Paulo (USP). Instituto de Matemática e Estatística (IME) (Institutional affiliation from the last research proposal) Birthplace: Brazil
Mathematician, he got the degrees BSc (1982), MSc (1985) and Livre-Docente (1993) from the University of São Paulo, Brazil, and a PhD (1990) from the University of Liverpool, UK. He has a position at the Institute of Mathematics and Statistics of the University of São Paulo (IME-USP) since 1985, being a full professor since 2003. His research area is Algebra, working mainly in Representation Theory. He is researcher of the CNPq since 1991.He held several management positions in academia, including Head of the Departament of Mathematics (2002-2006); Vice-Dean (2006-2010) and Dean of the IME-USP (2010-2014). He was member of the Academic Activities Commission (2010-2013) and of the Central Commission of Academic Evaluation (2011-2015), both admisory committes of the University Council of USP. Member of the Board of the São Paulo State Academy of Science and representative of the IME-USP in the Center of History of Science. He is the author of four textbooks in mathematics. Recently, he published in the Springer GTM series, the book "Basic Representation Theory of Algebras" co-authored with Ibrahim Assem (volume 283 of GTM). He is also a writer, having published seven books (collections of short stories and novels). Researcher at the Institute of Advances Studies of USP in the Sabbatical Year program in 2016, his study theme is History of Algebraic Thinking and its Didactic Splits. (Source: Lattes Curriculum)
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This project focuses on the area of Representations of algebras of Artin and is a continuity of the work that we have been developing in the last 30 years. In general, research in this area encompasses the study and classification of algebras from an in-depth analysis of the respective module categories. To this end, several methodologies have beendeveloped in the last 40 years, bringing …
The purpose of this project is to use the "Reserve for Technical infrastructure Institutional research" to improve the work conditions of the graduate students of the Institute of Mathematics and Statistics of USP. This budgetary support will directly benefit the projects supported by FAPESP which generated the value of technical reserves. It should be noted that the graduate programs of …
The purpose of this project is to use the "Reserve for Technical Infrastructure Institutional Research" to improve the work conditions of the graduate students of the Institute of Mathematics and Statistics of USP. This budgetary support will directly benefit the projects supported by FAPESP which generated the value of technical reserves. It should be noted that the graduate programs of …
(Only some records are available in English at this moment)
The area of representation theory of algebras has been very active in the last decades, mainly because of the introduction of the concept of almost split sequences and irreducible morphisms by M. Auslander and I. Reiten in the 1970's. In 1992, S. Liu introduced the notion of degrees of irreducible morphisms, concept which has returned to the center of the theory from a series of articles …
The area of representation theory of algebras have been very active in the last decades, mainly because ot the introduction of the concecpt of almost split sequences and irreducible morphisms by M. Auslander and I. Reiten in the 1970's. In 1992, S. Liu introduced the notion of degrees of irreducible morphisms, concept which has returned to the center of the theory from a series of article…
The area of representations of algebras had a significative growth in the last decades, mainly after the introduction of the concept of almost split sequences by M. Auslander and I. Reiten in the decade of 1970. Our aim in this project is to introduce to the student such concepts which are not normally studied in the undergraduate level aiming a preparation for his graduate studies. (AU)
(Only some records are available in English at this moment)
For a given algebra $\Lambda$, denote by mod$\Lambda$ the category of the finitely generated right $\Lambda$-modules and by $\mathcal{P}^{<\infty}$(\mbox{mod}$\Lambda)$ the subcategory of the $\Lambda$-modules of finite projective dimensions. The aim of our work is to extend the number of classes of algebras such that $\mathcal{P}^{<\infty}$(\mbox{mod}$\Lambda)$ satisfies the property ca…
| 17 / 6 | Completed research grants |
| 10 / 4 | Completed scholarships in Brazil |
| 1 / 1 | Ongoing scholarships abroad |
| 3 / 0 | Completed scholarships abroad |
| 31 / 11 | All research grants and scholarships |
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