Project information
Ústav Eduarda Čecha pro algebru, geometrii a matematickou fyziku
- Project Identification
- GBP201/12/G028
- Project Period
- 1/2012 - 12/2018
- Investor / Pogramme / Project type
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Czech Science Foundation
- Projects to promote excellence in basic research
- MU Faculty or unit
- Faculty of Science
- Cooperating Organization
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Institute of Physics of the ASCR, v. v. i.
Silesian University Opava
Charles University
Projekt sdružuje přední česká pracoviště v algebře, geometrii a matematické
fyzice (PF MU, MFF UK, SU Opava, FZÚ AV). Poskytne platformu pro výzkum
a přítomnost postdoktorandů. Výzkum bude soustředěn na následující oblasti:
Teorie kategorií a její aplikace, Algebraické struktury a jejich deformace,
Diferenciální geometrii a její aplikace, Globální analýzu a teorii
reprezentací, Témata v matematické fyzice.
Publications
Total number of publications: 183
2014
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Second Order Symmetries of the Conformal Laplacian
Symmetry, Integrability and Geometry: Methods and Applications, year: 2014, volume: 10, edition: 16, DOI
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Two-dimensional monadicity
Advances in Mathematics, year: 2014, volume: 252, edition: February, DOI
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Two-dimensional regularity and exactness
Journal of Pure and Applied Algebra, year: 2014, volume: 218, edition: 7, DOI
2013
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Extending Continuous Maps: Polynomiality and Undecibility
Proceedings of the 45th annual ACM symposium on Symposium on theory of computing, year: 2013
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Hamiltonian Analysis of Minimal Massive Gravity Coupled to Galileon Tadpole Term
Journal of High Energy Physics (JHEP), year: 2013, volume: 2013, edition: 8, DOI
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Hamiltonian Formalism of General Bimetric Gravity
The European Physical Journal C - Particles and Fields, year: 2013, volume: 73, edition: 9, DOI
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Hamiltonian formalism of particular bimetric gravity model
Physical review D, year: 2013, volume: 87, edition: 8, DOI
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Higher derivative gravity with spontaneous symmetry breaking: Hamiltonian analysis of new covariant renormalizable gravity
Physical review D, year: 2013, volume: 87, edition: 6, DOI
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Homogeneous Einstein metrics on generalized flag manifolds with five isotropy summands
International Journal of Mathematics, year: 2013, volume: 24, edition: 10, DOI
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Homogeneous Einstein Metrics on Generalized Flag Manifolds with G(2)-type T-Roots
Prospects of Differential Geometry and Its Related Fields Proceedings of the 3rd International Colloquium on Differential Geometry and Its Related Fields, year: 2013