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Czechoslovak Mathematical Journal
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Now showing items 780-809 of 4842
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Decomposition of complete graphs into trees
Decomposition of $\ell $-group-valued measures
Decomposition of finitely generated modules using Fitting ideals
Decomposition of isometries of isotropic $U_n(V)$ over finite fields into simple isometries
Decomposition of smooth functions of two multidimensional variables
Decomposition of the weighted Sobolev space $W^{1,p}(\Omega,d_M^\epsilon)$ and its traces
Decomposition of vector spaces and application to the Stokes problem in arbitrary dimension
The decomposition series of a convergence space
Decompositions of graphs and hypergraphs into isomorphic factors with a given diameter
Decompositions of homomorphisms
Decompositions of the plane into sets, and coverings of the plane with curves
Decompositions of the state space, homomorphisms and products of semigroup acts
Definability for equational theories of commutative groupoids
Deformation and equivalence $G$-structures. Part I. $\{e\}$-structures
Déformation des congruences paraboliques de droites dans $S\sb n$
Deformation of surfaces in homogeneous 3-spaces
Déformation projective des congruences de droites dans $S_n$
Déformation projective des congruences $W$
Deformations of plane pseudocongruences with projective connection
Déformations projectives de certaines surfaces a réseau conjugué
Déformations projectives des surfaces à réseau conjugué dans $S_5$
Déformations projectives des systèmes $n$-conjugués dans $S_{2n-1}$ dont toutes les transformées de Laplace sont dégénérées
Deformed Heisenberg algebra with reflection and $d$-orthogonal polynomials
Degree-continuous graphs
Degree sequences of graphs containing a cycle with prescribed length
Degree sums of adjacent vertices for traceability of claw-free graphs
$(\delta, 2)$-primary ideals of a commutative ring
The Denjoy extension of the Riemann and McShane integrals
Denjoy integral and Henstock-Kurzweil integral in vector lattices. I
Denjoy integral and Henstock-Kurzweil integral in vector lattices. II
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