Mémoire sur les intégrales définies, prises entre des limites imaginaires
Mémoire sur l'intégration d'une classe de fonctions transcendantes.
Meromorphic functions whose Julia sets contain a free Jordan arc.
Mesure de Haar en analyse non-standard
Mesure de Mahler et calcul de constantes universelles pour les polynomes de N variables.
Méthodes de transformation fondées sur la conservation d'une relation invariable entre les dérivées de même ordre.
Metric diophantine approximation in Julia sets of expanding rational maps
Metric space valued functions of bounded variation
Metrically convex functions in normed spaces
Properties of metrically convex functions in normed spaces (of any dimension) are considered. The main result, Theorem 4.2, gives necessary and sufficient conditions for a function to be metrically convex, expressed in terms of the classical convexity theory.
Metrics on vector spaces with -localisation.
Micro tangent sets of continuous functions
Motivated by the concept of tangent measures and by H. Fürstenberg’s definition of microsets of a compact set we introduce micro tangent sets and central micro tangent sets of continuous functions. It turns out that the typical continuous function has a rich (universal) micro tangent set structure at many points. The Brownian motion, on the other hand, with probability one does not have graph like, or central graph like micro tangent sets at all. Finally we show that at almost all points Takagi’s...
Midpoint convex functions majorized by midpoint concave functions.
Midpoint convex functions majorized by midpoint concave functions. (Short Communication).
Mild solutions for semilinear fractional differential equations.
Minimal pairs of bounded closed convex sets
The existence of a minimal element in every equivalence class of pairs of bounded closed convex sets in a reflexive locally convex topological vector space is proved. An example of a non-reflexive Banach space with an equivalence class containing no minimal element is presented.
Minimal pairs representing selections of four linear functions in .
Minimal rearrangements of Sobolev functions.
Minimal rearrangements of Sobolev functions
Minkowski’s inequality and sums of squares
Positive polynomials arising from Muirhead’s inequality, from classical power mean and elementary symmetric mean inequalities and from Minkowski’s inequality can be rewritten as sums of squares.
Minorations pour les mesures de Mahler de certains polynômes particuliers
Dans cet article nous donnons des minorations de la mesure de Mahler des polynômes totalement positifs et totalement réels. Ces résultats sont supérieurs à ceux obtenus par A. Schinzel, M. J. Bertin et V. Flammang.