Enhancing the convergence region of a sequence of bilinear transformations.
Epiconvergence and -subgradients of convex functions.
Existence et régularité höldérienne des fonctions de bosses
We discuss the almost sure existence of random functions that can be written as sums of elementary pulses. We then estimate their uniform Hölder regularity by applying some results on coverings by random intervals.
Explicit summation of the constituent WKB series and new approximate wave functions.