Cantor’s ternary functionis generalized to arbitrary base -change function in non-integer bases.They turn out to have radica lly differentcontinuity,differentiability and monotonicity properties, depending on the particular bases involved in their definition
AbstractWe study some generalized differentiability concepts for multifunctions and non-smooth mappi...
A radial basis function approximation is a linear combination of translates of a fixed function &ap...
We study properties of functions with bounded variation in Carnot-Carathéodory spaces. We prove thei...
AbstractThis is an attempt to give a systematic survey of properties of the famous Cantor ternary fu...
In this paper we examine continuous functions which on the surface seem to defy well-known mathemati...
ABSTRACT. In this paper we discuss several variations and generalizations of the Cantor set and stud...
Abstract. We show that the No Trumps combinatorial property (NT), intro-duced for the study of the f...
Cantor-type sets are constructed as the intersection of the level domains for simple sequences of po...
AbstractLet D(TN) be the class of real-valued, infinitely differentiable, periodic functions, and le...
ABSTRACT. This paper presents a new complete orthonormal system of functions defined on the interval...
There exist a lot of continuous nowhere differentiable functions, but these functions do not have th...
International audienceThe Jordan decomposition states that a function is of bounded variation if and...
Cataloged from PDF version of article.Cantor-type sets are constructed as the intersection of the le...
A bent function from Fn 2 to F2, n even, can be transformed into a negabent function, or slightly mo...
This paper studies properties of ultrafunctions with respect of their inclusion in maximal clones. T...
AbstractWe study some generalized differentiability concepts for multifunctions and non-smooth mappi...
A radial basis function approximation is a linear combination of translates of a fixed function &ap...
We study properties of functions with bounded variation in Carnot-Carathéodory spaces. We prove thei...
AbstractThis is an attempt to give a systematic survey of properties of the famous Cantor ternary fu...
In this paper we examine continuous functions which on the surface seem to defy well-known mathemati...
ABSTRACT. In this paper we discuss several variations and generalizations of the Cantor set and stud...
Abstract. We show that the No Trumps combinatorial property (NT), intro-duced for the study of the f...
Cantor-type sets are constructed as the intersection of the level domains for simple sequences of po...
AbstractLet D(TN) be the class of real-valued, infinitely differentiable, periodic functions, and le...
ABSTRACT. This paper presents a new complete orthonormal system of functions defined on the interval...
There exist a lot of continuous nowhere differentiable functions, but these functions do not have th...
International audienceThe Jordan decomposition states that a function is of bounded variation if and...
Cataloged from PDF version of article.Cantor-type sets are constructed as the intersection of the le...
A bent function from Fn 2 to F2, n even, can be transformed into a negabent function, or slightly mo...
This paper studies properties of ultrafunctions with respect of their inclusion in maximal clones. T...
AbstractWe study some generalized differentiability concepts for multifunctions and non-smooth mappi...
A radial basis function approximation is a linear combination of translates of a fixed function &ap...
We study properties of functions with bounded variation in Carnot-Carathéodory spaces. We prove thei...
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