Nearly Uniform Convergence And Interchange Of Limits
Nearly uniform convergence and interchange of limits.
Necessary and sufficient conditions for a curve to be the gradient range of a -smooth function.
Necessary and sufficient conditions for generalized convexity
We give some necessary and sufficient conditions for an n-1 times differentiable function to be a generalized convex function with respect to an unrestricted n-parameter family.
Necessary and sufficient conditions for joint lower and upper estimates.
Necessary and sufficient conditions for Schur geometrical convexity of the four-parameter homogeneous means.
Necessary and sufficient conditions for the chain rule in and
We prove necessary and sufficient conditions for the validity of the classical chain rule in the Sobolev space and in the space of functions of bounded variation.
Necessary and sufficient conditions for weighted Orlicz class inequalities for maximal functions and singular integrals. I.
Necessary and sufficient conditions for weighted Orlicz class inequalities for maximal functions and singular integrals. II.
Necessary conditions for Lipschitz continuous discrete control problems
Necessary conditions for local and global existence to a reaction-diffusion system with fractional derivatives.
Necessary conditions for the Fourier coefficients of periodic functions to belong to B(p, k, )-classes of Besov type.
Nederivovatelné funkce
Nejjednodušší lineární kontinuum
Neštandardné číselné systémy a odovodnenie Leibnizovho infinitezimálneho počtu
New approach to the fractional derivatives.
New bounds for weights.
New bounds for the identric mean of two arguments.
New Čebyšev type inequalities via trapezoidal-like rules.
New characterizations for weighted composition operator from Zygmund type spaces to Bloch type spaces
Let be a holomorphic function and a holomorphic self-map of the open unit disk in the complex plane. We provide new characterizations for the boundedness of the weighted composition operators from Zygmund type spaces to Bloch type spaces in in terms of , , their derivatives, and , the -th power of . Moreover, we obtain some similar estimates for the essential norms of the operators , from which sufficient and necessary conditions of compactness of follows immediately.