Behavior of the positive solutions of fuzzy max-difference equations.
Bemerkungen über stetige Funktionen in einer p-adischen Variablen.
Bernstein’s analyticity theorem for quantum differences
We consider real valued functions defined on a subinterval of the positive real axis and prove that if all of ’s quantum differences are nonnegative then has a power series representation on . Further, if the quantum differences have fixed sign on then is analytic on .
Best possible inequalities between generalized logarithmic mean and classical means.
Borel’s theorem for -functions on a non-archimedean valued field
Bounded solutions for fuzzy integral equations.
Bounds for certain new integral inequalities on time scales.
Bounds for quotients in rings of formal power series with growth constraints
In rings of formal power series in several variables whose growth of coefficients is controlled by a suitable sequence (such as rings of Gevrey series), we find precise estimates for quotients F/Φ, where F and Φ are series in such that F is divisible by Φ in the usual ring of all power series. We give first a simple proof of the fact that F/Φ belongs also to , provided is stable under derivation. By a further development of the method, we obtain the main result of the paper, stating that...
Brisure de symétrie spontanée et géométrie du point de vue spectral