Quantitative Estimates in $$L^{p}$$Lp-Approximation by Bernstein–Durrmeyer–Choquet Operators with Respect to Distorted Borel Measures
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DOI: 10.1007/s00025-017-0759-4
Abstract: For the multivariate Bernstein–Durrmeyer operator $$D_{n, \mu }$$Dn,μ, written in terms of the Choquet integral with respect to a distorted probability Borel measure $$\mu $$μ on the standard d-dimensional simplex $$S^{d}$$Sd, quantitative $$L^{p}$$Lp-approximation results, $$1\le… read more here.
Keywords: bernstein durrmeyer; estimates approximation; approximation bernstein; quantitative estimates ... See more keywords
A Family of New Borel Subalgebras of Quantum Groups
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DOI: 10.1007/s10468-020-09956-y
Abstract: We construct a family of right coideal subalgebras of quantum groups, which have the property that all irreducible representations are one-dimensional, and which are maximal with this property. The obvious examples for this are the… read more here.
Keywords: borel subalgebras; family new; quantum groups; subalgebras quantum ... See more keywords
Smooth orbit equivalence of multidimensional Borel flows
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DOI: 10.1016/j.aim.2021.107626
Abstract: Abstract Free Borel R d -flows are smoothly equivalent if there is a Borel bijection between the phase spaces that maps orbits onto orbits and is a C ∞ -smooth orientation preserving diffeomorphism between orbits.… read more here.
Keywords: borel; borel flows; equivalence multidimensional; orbit equivalence ... See more keywords