jan slovak

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Andreas CapProfessor of Mathematics, University of ViennaVerified email at univie.ac.at
Peter MichorProfessor of Mathematics, retired, University of ViennaVerified email at univie.ac.at
Gerd SchmalzUniversity of New England, AustraliaVerified email at une.edu.au
Jaroslav HrdinaVerified email at vutbr.cz
Daniel MünichCERGE-EIVerified email at cerge-ei.cz
Petr MatejuUniversity of Finance and Administration and the Institute for Social and Economic AnalysesVerified email at vsfs.cz
František Ježekdocent matematiky, University of West BohemiaVerified email at kma.zcu.cz
Vojtěch ŽádníkMasaryk UniversityVerified email at mail.muni.cz
Rod GoverProfessor of Mathematics, University of AucklandVerified email at auckland.ac.nz
Avinash BansalMasaryk UniversityVerified email at muni.cz
Temesgen BihonegnMasaryk UniversityVerified email at muni.cz
Alexandr MedvedevPostDoc, International School for Advanced Studies (SISSA), Trieste, ItalyVerified email at sissa.it
Boris DoubrovBelarusian State University, Faculty of Mathematics, 4 Nezavisimosti av., 220030 Minsk, Belarus andVerified email at bsu.by
Lychagin ValentinProfessor of Mathematics, University of TromsoVerified email at math.uit.no
Alexei KushnerInstitute of Control SciencesVerified email at physics.msu.ru

jan slovak

Professor (Full), Masaryk University

Verified email at math.muni.cz - Homepage

Geometric Analysis Differential Geometry Representation Theory


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
Natural operations in differential geometry I Kolár, J Slovák, PW Michor Springer, free electronic ed. www.emis.de (1999), 1993	2115*	1993
Parabolic geometries I: Background and general theory A Cap, J Slovák AMS Publishing House, Math. Surv. and Monographs 154, 628pp, 2009	602*	2009
Bernstein-Gelfand-Gelfand sequences A Čap, J Slovák, V Souček Annals of Mathematics 154 (1), 97-113, 2001	263	2001
Weyl structures for parabolic geometries J Slovák, A Cap Mathematica Scandinavica 93, 53-90, 2003	87*	2003
Invariant operators on manifolds with almost Hermitian symmetric structures. I. Invariant differentiation A Cap, J Slovak, V Soucek Acta Math. Univ. Commenianae 66, 33-69, 1997	84	1997
Semiholonomic Verma modules M Eastwood, J Slovák Journal of Algebra 197 (2), 424-448, 1997	67	1997
Bílá kniha terciárního vzdělávání P Matějů, F Ježek, D Münich, J Slovák, J Straková, D Václavík, ... Praha: Minister, 2009	59*	2009
Invariant operators on structures with almost Hermitian symmmetric structures. II. Normal Cartan connections. J Slovák, A Cap, V Souček	56*	1997
Parabolic geometries (Research Lecture Notes) J Slovak IGA, University of Adelaide, 1997	54*	1997
The geometry of hyperbolic and elliptic CR-manifolds of codimension two J Slovák, G Schmalz The Asian Journal of Mathematics, 565-598, 2000	51*	2000
Invariant operators of the first order on manifolds with a given parabolic structure J Slovák, V Soucek Seminarires et congres 4, 251-276, 1999	46	1999
Peetre theorem for nonlinear operators J Slovák Annals of Global Analysis and Geometry 6 (3), 273-283, 1988	43	1988
On distinguished curves in parabolic geometries A Cap, J Slovák, V Zádník Transformation Groups 9, 143-166, 2004	41	2004
Natural Operators on Conformal Manifolds (Research Lecture Notes) J Slovák Universität Wien / Masaryk University, 1992	38*	1992
Invariant operators on manifolds with almost Hermitian symmetric structures, III. Standard Operators A Cap, J Slovák, V Soucek Differential Geometry and its Applications, 1998	33	1998
Smooth structures on fibre jet spaces J Slovák Czechoslovak Mathematical Journal 36 (3), 358-375, 1986	24	1986
Invariant local twistor calculus for quaternionic structures and related geometries AR Gover, J Slovák Journal of Geometry and Physics 32 (1), 14-56, 1999	19	1999
On the geometric functors on manifolds I Kolář, J Slovák Proceedings of the Winter School" Geometry and Physics", 223-233, 1989	19	1989
Generalized planar curves and quaternionic geometry J Hrdina, J Slovák Annals of Global Analysis and Geometry 29, 343-354, 2006	18	2006
Infinitesimally natural operators are natural A Čap, J Slovák Differential Geometry and its Applications 2 (1), 45-55, 1992	18	1992

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