On a structure of the Lie algebroid of a vector bundle / O strukturze algebroidu Liego wiązki wektorowej
Journal Title: Bulletin de la Société des sciences et des lettres de Łódź, Série: Recherches sur les déformations - Year 2017, Vol 0, Issue 2
Abstract
The aim of the article is a construction of the Lie algebroid of a vector bundle without referring to geometrical interpretations which come from jet bundles or the Lie groupoid of linear isomorphisms between fibres of the given vector bundle.
Authors and Affiliations
Bogdan Balcerzak
The jump of Milnor number for linear deformations of homogeneous singularities / Skok liczby Milnora liniowych deformacji jednorodnych osobliwości krzywych
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The bounds of some determinants for functions of bounded turning of order alpha
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Estimates for approx-imations by Fourier sums, best approximations and best orthogonal trigonometric approximations of the classes of ψ, β ) differentiable functions / Oszacowania dla aproksymacji sumami Fouriera, najlepszych aproksymacji i najlepszych ortogonalnych trygonometrycznych aproksymacji klas funkcji różniczkowalnych
We obtain the exact-order estimates for approximations by Fourier sums, best ap- proximations and best orthogonal trigonometric approximations in metrics of spaces Ls, 1 ≤s < 1, of classes of 2 π -p eriodic functions, wh...
No-hole λ-L (k, k – 1, …, 2,1)-labeling for square grid / BEZLUKOWE λ -L(K;K - 1; : : : ;2;1)-ETYKIETOWANIEKWADRATOWEJ KRATY
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On optimal subspaces for Kolmogorov widths of classes of 2π-periodic analytic functions
The following problem arises: to nd optimal subspaces for Kolmogorov widths of classes of convolutions with generated kernels, which may increase the oscillations.