Note on measures
Note on semigroup valued measures
Note on the Baire Measure
Note on the integral with respect to the pre-measure
Note on weakly mixing transformations.
Note on weakly mixing transformations. (Summary).
Note sur les espaces compacts des mesures de probabilité
Notes on approximation in the Musielak-Orlicz sequence spaces of multifunctions
We introduced the notion of -boundedness of a filtered family of operators in the Musielak-Orlicz sequence space of multifunctions. This notion is used to get the convergence theorems for the families of -linear operators, -dist-sublinear operators and -dist-convex operators. Also, we prove that is complete.
Notes on approximation in the Musielak-Orlicz spaces of vector multifunctions
We introduce the spaces , , and of multifunctions. We prove that the spaces and are complete. Also, we get some convergence theorems.
Notes on integration
Noyaux absolument mesurables ou basiques et opérateurs nucléaires
N-Semigroups as codomain of measures.
ntegral Representations by Non-Finite Radon Measures and Measures of Finite Variation.
Nuclei ed operatori markoviani. Versioni regolari di operatori di speranza condizionale
Null sets for doubling and dyadic doubling measures.
Number theoretic expansions, algorithms and metrical observations.
Numeration systems, substitution dynamical systems and Rauzy fractals.
Numerical Approximations of the Relative Rearrangement: The piecewise linear case. Application to some Nonlocal Problems
We first prove an abstract result for a class of nonlocal problems using fixed point method. We apply this result to equations revelant from plasma physic problems. These equations contain terms like monotone or relative rearrangement of functions. So, we start the approximation study by using finite element to discretize this nonstandard quantities. We end the paper by giving a numerical resolution of a model containing those terms.
Numerical experimentation and comparison of fuzzy integrals.
Sugeno and Choquet integrals have been widely studied in the literature from a theoretical viewpoint. However, the behavior of these functionals is known in a general way, but not in practical applications and in particular cases. This paper presents the results of a numerical comparison that attempts to be a basis for a better comprehension and usefulness of both integrals.
Numerical experiments in Fourier asymptotics of Cantor measures and wavelets.