AbstractLandau-type inequalities are investigated with general weight functions satisfying appropriate conditions
Some inequalities for functions of bounded variation that provide reverses for the inequality betwe...
AbstractFor α > β, n ⩾ α, and k ⩾ β and various norms, the inequality sup‖h−βΔhkf‖⩽C(α,β,n,k)‖f‖1−(β...
AbstractLet W := e−q, where QR→R is even, sufficiently smooth, and of faster than polynomial growth ...
AbstractLandau-type inequalities are investigated with general weight functions satisfying appropria...
This thesis is devoted to Landau-Kolmogorov type inequalities in L2 norm. The measures which are use...
Ce travail est dédié à l’étude des inégalités de type Landau-Kolmogorov en normes L2. Les mesures ut...
AbstractDistributional inequalities are shown to determine analytic, geometric, and convergence prop...
AbstractThe bounds of the weighted Lebesgue functions for Freud weights between the largest and the ...
AbstractLet W(x) ≔ exp(−Q(x)), x ∈ R, where Q(x) is even and continuous in R, Q(0) = 0 and Q″ is con...
We give weighted Markov-Bemstein or Landau type inequalities for classical and semiclassical weigh...
AbstractAn integral condition on weights u and v is given which is equivalent to the boundedness of ...
AbstractLet wQ(x) = exp(−Q(x)) be a weight function and {Pn} the system of polynomials orthonormal w...
AbstractFor r=2 and 3, we prove that the equioscillating perfect spline Tr,m of degree r on any give...
International audienceThis paper is devoted to Landau-Kolmogorov type inequalities in several variab...
Markov-type inequalities provide upper bounds on the norm of the (higher order) derivative of an alg...
Some inequalities for functions of bounded variation that provide reverses for the inequality betwe...
AbstractFor α > β, n ⩾ α, and k ⩾ β and various norms, the inequality sup‖h−βΔhkf‖⩽C(α,β,n,k)‖f‖1−(β...
AbstractLet W := e−q, where QR→R is even, sufficiently smooth, and of faster than polynomial growth ...
AbstractLandau-type inequalities are investigated with general weight functions satisfying appropria...
This thesis is devoted to Landau-Kolmogorov type inequalities in L2 norm. The measures which are use...
Ce travail est dédié à l’étude des inégalités de type Landau-Kolmogorov en normes L2. Les mesures ut...
AbstractDistributional inequalities are shown to determine analytic, geometric, and convergence prop...
AbstractThe bounds of the weighted Lebesgue functions for Freud weights between the largest and the ...
AbstractLet W(x) ≔ exp(−Q(x)), x ∈ R, where Q(x) is even and continuous in R, Q(0) = 0 and Q″ is con...
We give weighted Markov-Bemstein or Landau type inequalities for classical and semiclassical weigh...
AbstractAn integral condition on weights u and v is given which is equivalent to the boundedness of ...
AbstractLet wQ(x) = exp(−Q(x)) be a weight function and {Pn} the system of polynomials orthonormal w...
AbstractFor r=2 and 3, we prove that the equioscillating perfect spline Tr,m of degree r on any give...
International audienceThis paper is devoted to Landau-Kolmogorov type inequalities in several variab...
Markov-type inequalities provide upper bounds on the norm of the (higher order) derivative of an alg...
Some inequalities for functions of bounded variation that provide reverses for the inequality betwe...
AbstractFor α > β, n ⩾ α, and k ⩾ β and various norms, the inequality sup‖h−βΔhkf‖⩽C(α,β,n,k)‖f‖1−(β...
AbstractLet W := e−q, where QR→R is even, sufficiently smooth, and of faster than polynomial growth ...