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Project information
Algebraic methods in geometric analysis and topology

Information

This project doesn't include Faculty of Arts. It includes Faculty of Science. Official project website can be found on muni.cz.
Investor logo
Project Identification
GA201/02/1390
Project Period
1/2002 - 12/2004
Investor / Pogramme / Project type
Czech Science Foundation
  • Standard Projects
MU Faculty or unit
Faculty of Science
Cooperating Organization
Institute of Mathematics of the ASCR, v. v. i.
  • Responsible person RNDr. Martin Markl, DrSc.
Charles University
  • Responsible person prof. RNDr. Vladimír Souček, DrSc.

The project is based on a long time established cooperation of researchers coming from several areas of Analysis, Differential Geometry and Topology. Its aim is to promote the synthesis of various approaches, methods, and techniques, in order to study appealing problems of interdisciplinary character. More specifically, the following topics will be dealt with: 1) the study of the symmetries and related properties of differential operators in the realm of global analysis on real and complex manifolds, 2) topological constructions of algebraic character motivated by mathematical physics and differential geometry. The common feature of the first item is the systematic exploration of the tools of the representation theory of semisimple Lie groups and the categorical approach to the concepts. Some classical problems on domains of holomorphy are also included. The topological part involves the study of cofibrant models for colored operads describing diagrams of algebras, focused also on the

Publications

Total number of publications: 5

2005

2004

2003

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