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Displaying 101 – 109 of 109

Multiplicity results for nonlinear elliptic equations

Ruf, Bernhard (1986)

Nonlinear Analysis, Function Spaces and Applications

Multipoint boundary value problems at resonance

Rachůnková, I. (1990)

Equadiff 7

Multisequences and measures

Kratochvíl, P. (1977)

General topology and its relations to modern analysis and algebra IV

Multisymplectic forms of degree three in dimension seven

Bureš, Jarolím, Vanžura, Jiří (2003)

Proceedings of the 22nd Winter School "Geometry and Physics"

A multisymplectic 3-structure on an $n$ -dimensional manifold $M$ is given by a closed smooth 3-form $ω$ of maximal rank on $M$ which is of the same algebraic type at each point of $M$ , i.e. they belong to the same orbit under the action of the group $G L (n, ℝ)$ . This means that for each point $x \in M$ the form $ω_{x}$ is isomorphic to a chosen canonical 3-form on $ℝ^{n}$ . R. Westwick [Linear Multilinear Algebra 10, 183–204 (1981; Zbl 0464.15001)] and D. Ž. Djoković [Linear Multilinear Algebra 13, 3–39 (1983; Zbl 0515.15011)] obtained...

We give a survey of the joint papers of Lawrence Somer and Michal Křížek and discuss the beginning of this collaboration.

My wonderful numerical analysis teachers -- Milan Práger and Emil Vitásek

Křížek, Michal (2015)

Application of Mathematics 2015

Displaying 101 – 109 of 109

Multiplicity results for nonlinear elliptic equations

Multipoint boundary value problems at resonance

Multisequences and measures

Multisymplectic forms of degree three in dimension seven

Multisymplectic structures of degrese three of product type on 6-dimensional manifolds

Musielak-Orlicz algebras

Může být školská matematika matematikou dobrou?

My twelve years of collaboration with Michal Křížek on number theory

My wonderful numerical analysis teachers -- Milan Práger and Emil Vitásek

Currently displaying 101 – 109 of 109