J. Slovák

发表

Natural operations in differential geometry

P. Michor, I. Kolář, J. Slovák, 1993 .

Parabolic Geometries I

J. Slovák, A. Čap, 2009 .

Natural Operations in Di erential Geometry Springer-Verlag

P. Michor, J. Slovák, R. Kola, 1993 .

Bernstein-Gelfand-Gelfand sequences

J. Slovák, V. Souček, A. Čap, 2000, math/0001164.

Adsorption of fluids of pseudo-hard bodies and EPM5 water on solid surface: density functional theory

J. Slovák, 2003 .

Computer simulation of bilayer ice: structures and thermodynamics

J. Slovák, Hideki Tanaka, K. Koga, 2003 .

Institute for Mathematical Physics Weyl Structures for Parabolic Geometries

J. Slovák, A. Čap, 2022 .

Extended five-site primitive models of water: theory and computer simulations

J. Slovák, I. Nezbeda, 1997 .

Thermodynamic perturbation theory of the second order: Implementation for models with double-bonded sites

L. Vlček, J. Slovák, I. Nezbeda, 2003 .

Local magnetization of Co andMn impurities in the reentrant spin glass Au0.82Fe0.18

J. Slovák, M. Finger, G. Gurevich, 1993 .

A family of primitive models of water: three-, four and five-site models

J. Slovák, I. Nezbeda, 1997 .

Analysis of the interaction of radionuclides with solid phase in surface waters using laboratory model experiments: Methodical problems

J. Slovák, P. Benes, P. Ramos, 1988 .

Potential Biomarkers From Positive Definite 4th Order Tensors In Hardi

Jan Kybic, Sumit Kaushik, Avinash Bansal, 2021, 2021 IEEE 18th International Symposium on Biomedical Imaging (ISBI).

4th order tensors for multi-fiber resolution and segmentation in white matter

J. Slovák, Sumit Kaushik, Temesgen Bihonegn, 2020 .

Addendum to `The geometry of hyperbolic and ellipticCR-manifolds of codimension two'

J. Slovák, G. Schmalz, 2003 .

Semiholonomic Verma modules

J. Slovák, M. Eastwood, 1997 .

Low temperature nuclear orientation of238NpGd

J. Slovák, M. Finger, I. Novotný, 1990 .

Investigation of spin-neutrino correlation in decay of polarized 56Co nuclei

J. Slovák, V. Brudanin, V. Egorov, 1991 .

Computer simulation study of metastable ice VII and amorphous phases obtained by its melting.

J. Slovák, Hideki Tanaka, 2005, The Journal of chemical physics.

Light-induced drift of 22,23,24Na in a wide cold tube

J. Slovák, Y. Gangrsky, C. Hradecný, 1992 .

Radioactive isotope and isomer separation using the light induced drift effect

J. Slovák, A. Shalagin, C. Hradecný, 1992 .

Invariant operators on manifolds with almost Hermitian symmetric structures, I. Invariant differentiation

J. Slovák, V. Souček, A. Čap, 1995, dg-ga/9503003.

Invariant local twistor calculus for quaternionic structures and related geometries

J. Slovák, A. Gover, Jan Slovv, 1998, math/9805016.

WSGP 23 Ercüment Ortaçgil A remark on the topology of higher order frames

M. Čadek, J. Slovák, Ercument ORTAgGIL, 2012 .

INVARIANT OPERATORS OF THE FIRST ORDER ON MANIFOLDS WITH A GIVEN PARABOLIC STRUCTURE

J. Slovák, V. Souček, 2000 .

On multilinear operators commuting with Lie derivatives

J. Slovák, A. Čap, 1994, dg-ga/9409005.

Se p 19 94 ON MULTILINEAR OPERATORS COMMUTING WITH LIE DERIVATIVES

J. Slovák, A. Čap, 1994 .

Bundle functors on Fibred manifolds

J. Slovák, 1991 .

Peetre Theorem for Nonlinear Operators

J. Slovák, Jan Slovák, 1988 .

Fluids of pseudo-hard bodies: the direct correlation function

J. Slovák, 2002 .

Confined water in hydrophobic nanopores: dynamics of freezing into bilayer ice.

X. Zeng, J. Slovák, K. Koga, 1999, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics.

The geometry of hyperbolic and elliptic CR-manifolds of codimension two

J. Slovák, G. Schmalz, 1999, math/9903046.

Invariant operators on manifolds with almost Hermitian symmetric structures, III. Standard operators

J. Slovák, V. Souček, A. Čap, 1998 .

Invariant operators on manifolds with almost Hermitian symmetric structures, II. Normal Cartan connections

J. Slovák, V. Souček, A. Čap, 1995, dg-ga/9503004.

Automatic tractography and segmentation using finsler geometry based on higher-order tensor fields

J. Slovák, Sumit Kaushik, Temesgen Bihonegn, 2023, Comput. Methods Programs Biomed..

HARDI Segmentation via Fourth-Order Tensors and Anisotropy Preserving Similarity Measures

Jan Slovák, Sumit Kaushik, J. Slovák, 2019, Journal of Mathematical Imaging and Vision.

DTI Segmentation Using Anisotropy Preserving Quaternion Based Distance Measure

Sumit Kaushik, Jan Slovak, J. Slovák, 2018, ICIAR.

Geodesic ray-tracing in white matter fiber crossing region using decomposition of 4th order tensor

J. Slovák, Sumit Kaushik, Temesgen Bihonegn, 2021, 17th International Symposium on Medical Information Processing and Analysis.

Geodesic fiber tracking in white matter using activation function

Lubomir Vojtisek, Sumit Kaushik, Avinash Bansal, 2021, Comput. Methods Programs Biomed..

On the equivalence of quaternionic contact structures

J. Slovák, I. Minchev, 2017, Annals of Global Analysis and Geometry.

On the equivalence of quaternionic contact structures

J. Slovák, I. Minchev, 2016, 1610.09715.

Lectures on Geometry of Monge–Ampère Equations with Maple

J. Slovák, V. Lychagin, A. Kushner, 2019, Nonlinear PDEs, Their Geometry, and Applications.

On natural connections on Riemannian manifolds

J. Slovák, 1989 .

Necessary conditions for local convexifiability of pseudoconvex domains in C 2 In :

J. Slovák, M. Kolář, 2012 .

On invariant operations on a manifold with connection or metric

J. Slovák, 1992 .

On invariant operations on pseudo-Riemannian manifolds

J. Slovák, 1992 .

Bundles of Weyl structures and invariant calculus for parabolic geometries

J. Slovák, A. Čap, 2022, 2210.16652.

Conformally Fedosov manifolds

J. Slovák, M. Eastwood, 2012, Advances in Mathematics.

On Distinguished Curves in Parabolic Geometries

J. Slovák, Vojtěch Žádník, A. Čap, 2003, math/0308051.

On the geometric functors on manifolds

I. Kolář, J. Slovák, 1989 .

On accuracy of Wertheim's thermodynamic perturbation theory for primitive models of water

J. Slovák, I. Nezbeda, 2003 .

Computer simulation of water–ice transition in hydrophobic nanopores

J. Slovák, Hideki Tanaka, K. Koga, 2001 .

Can Lennard-Jones particles with four bonding sites realistically model water?

J. Slovák, I. Nezbeda, 1996 .

Invariant operators on manifolds with almost Hermitian symmetric structures, III. Standard operators

J. Slovák, V. Souček, A. Čap, 1998, math/9812023.

HOMOMORPHISMS OF SEMIHOLONOMIC VERMA MODULES: AN EXCEPTIONAL CASE

J. Slovák, T. Bailey, 1996 .

BERNSTEIN-GELFAND-GELFAND SEQUENCES (Lie Groups, Geometric Structures and Differential Equations : One Hundred Years after Sophus Lie)

J. Slovák, 2000 .

Invariant operators on manifolds with almost Hermitian symmetric structures

J. Slovák, 2000 .

Subriemannian Metrics and the Metrizability of Parabolic Geometries

J. Slovák, V. Souček, D. Calderbank, 2018, The Journal of Geometric Analysis.

Notes on Tractor Calculi

J. Slovák, R. Suchánek, 2020 .

On the Geometry of Almost Hermitian Symmetric Structures

J. Slovák, 1996 .

Inclusions between parabolic geometries

J. Slovák, B. Doubrov, 2008, 0807.3360.

(Wunsch's) nearly invariant calculus for parabolic geometries

J. Slovák, 2006 .