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334 (0,128s)

Project

Commutators, quasigroups and Yang Baxter equation (LTAUSA19070)

of quasigroups and several important mathematical fields, such as the commutator theory and Maltsev hierarchy of universal algebra, solutions of quantum Yang-Baxter equation, and mathematical cryptography. The project aims at fost...

Pure mathematics

  • 2020 - 2022
  • 4 777 tis. Kč
  • 4 777 tis. Kč
  • MŠMT
Project

Structure theory for representations of algebras (localization and tilting theory) (GA17-23112S)

The project focuses on localization theory for non-commutative rings and related areas of representation theory of algebras, which have been recently introduced and which play important role in titling theory, commutative <...

BA - Obecná matematika

  • 2017 - 2021
  • 4 951 tis. Kč
  • 3 703 tis. Kč
  • GA ČR
Project

Operator algebras, orthocomplemented structures, and non-commutative measure theory (GA201/00/0331)

, algebra). The main goal is to investigate topical open problems in the theory of operator algebras, orthomodular structures and non-commutative measure theory built on these structures. The main research lines are as foll...

BA - Obecná matematika

  • 2000 - 2002
  • 708 tis. Kč
  • 708 tis. Kč
  • GA ČR
Project

Symmetries, dualities and approximations in derived algebraic geometry and representation theory (GA20-13778S)

commutative algebra, algebraic geometry and representation theory, and studying the homological algebra of and the structure theory for contramodules over topological ringsThe project focuses on new trends in homo...

Pure mathematics

  • 2020 - 2023
  • 16 124 tis. Kč
  • 14 987 tis. Kč
  • GA ČR
Project

Cohen-Macaulay rings and their applications in higher algebra and topology (GJ20-02760Y)

We plan to study Cohen-Macaulay commutative DG-rings, develop a theory property in derived algebra. The proposal is divided into three projects: The first project deals with Cohen-Macaulay commutative non-positive DG-rings...

Pure mathematics

  • 2020 - 2023
  • 8 879 tis. Kč
  • 8 879 tis. Kč
  • GA ČR
Project

Structure of commutative semirings (GP13-29835P)

The subject of the project is studying the structure of commutative semirings commutative semirings for the biggest possible generating sets, especially in the connection with additive idempotency. For this purpose the methods of mo...

BA - Obecná matematika

  • 2013 - 2014
  • 1 314 tis. Kč
  • 1 314 tis. Kč
  • GA ČR
Project

Mathematical formalism of quantum theories (operator algebras and ordered structures with orthocomplemantation ) (GA201/96/0117)

, algebra) and theoretical physics. From the mathematical standpoint the project deals with the theory of operator algebras, ordered structures with orthocomplemantations and the non-commutative measure theory. The main res...

BA - Obecná matematika

  • 1996 - 1998
  • 742 tis. Kč
  • 710 tis. Kč
  • GA ČR
Project

Structure of algebras in varieties (GA201/05/0002)

We are going to investigate definability in the lattice of equational theories of commutative groupoids; we hope that the problem will have positive solution. We are going to produce partial solutions to the congruence lattice problem, possi...

BA - Obecná matematika

  • 2005 - 2007
  • 3 114 tis. Kč
  • 1 794 tis. Kč
  • GA ČR
Project

Methods of function theory and Banach algebras in operator theory III. (GA201/06/0128)

and commutant lifting theorem....

BA - Obecná matematika

  • 2006 - 2008
  • 1 136 tis. Kč
  • 1 136 tis. Kč
  • GA ČR
Project

Observability of semi-algebraic systems (GP13-16764P)

for the class semi-algebraic systems. These systems arise naturally, among other, as models of metabolic, signaling and gene-regulatory networks. The methods of commutative algebra and real algebraic geometry will...

BC - Teorie a systémy řízení

  • 2013 - 2017
  • 574 tis. Kč
  • 574 tis. Kč
  • GA ČR
  • 1 - 10 out of 334