Oziride Manzoli Neto

• Abstract

  This project consists in developing research in five areas which are part of Geometry/Topology and there exist active groups in the state of São Paulo. These groups work in (a) Fixed Point and Coincidence Theory; (b) Bordism $(Z_2)^k$-equivariante and Group Cohomology; (c) Topology of the Manifolds; (d) Bordism and Homotopy Theory; (e) Braid Groups; Topological data analysis. The problems…

  Algebraic, geometric and differential topology, AP.TEM

• Abstract

  This project consist in develop reasearch in five areas which are part ofGeometry/Topology and there exist active groups in the state of São Paulo. These groups work in(a) Fixed Point and Coincidence Theory; (b) Bordism $(Z_2)^k$-equivariante and Group Cohomology; (c) Topology of the Manifolds; (d) Bordism and Homotopy Theory; (e) Braid Groups. The problems to be studied in each sub-are…

  Algebraic, geometric and differential topology, AP.TEM
• Osamu Saeki | University Hiroshima - Japão, AV.EXT

(Only some records are available in English at this moment)

• Abstract

  In this project we intend to study issues related to degree theory and minimization of the root set, in particular we intend a careful study of applications of any surface in the space described as the wedge of the two-dimensional sphere with the circle

  Homotopy classes of maps and minimal models for roots., BP.MS

• Abstract

  The project addresses problems in the areas of algebraic, differential and geometric topology related to the following sub-areas: Root and Homotopy Theory, Manifold embeddings, Stratified Spaces, Topological Dynamical Systems and Spherical Spacial Forms. (AU)

  Root and homotopy theory, manifold topology, stratified spaces, spherical spacial forms and topological dynamical systems, BP.PD

• Abstract

  Knot and link theory, a particular case of the theory of embeddings of manifolds into manifolds, took its origin from the attempt of classifying these topological objects (embeddings of the circle or disjoint union of it into the n-dimensional sphere).Along the time, various equivalence relations among the embeddings have been defined, and several invariants have been introduced. Recently…

  Homotopy and root theory, manifold theory, stratified spaces, spherical space forms and topological dynamic systems., BP.PD

(Only some records are available in English at this moment)