AbstractIn this paper we extend the notion of specialization functor to the case of several closed submanifolds satisfying some suitable conditions. Applying this functor to the sheaf of Whitney holomorphic functions we construct different kinds of sheaves of multi-asymptotically developable functions, whose definitions are natural extensions of the definition of strongly asymptotically developable functions introduced by Majima
International audienceIn this paper, we use the multivariate analytic techniques of Pemantle and Wil...
The main subject of the present paper is to define the four algebraic operations - additions, subtra...
In this thesis, one may find a survey of the results about normalization of holomorphic vector field...
In this paper we extend the notion of specialization functor to the case of several closed submanifo...
The purpose of this paper is to report on a new description of geometry appearing in the multi-speci...
We consider multifunctions acting between two linear normed spaces and having closed convex images. ...
Our purpose in this paper is to define a linear operator F_{p,q,s}[\alpha_{1},m], then applying it ...
In this paper, we investigate differential subordination and superordination properties of a new cla...
Altres ajuts: ANR-10-BLAN 0102Altres ajuts: ANR-11-BS01-0009In a previous article [CMS], monomial as...
This thesis deals with analytic functions as well as multivalent functions de- �ned on the unit dis...
AbstractWe introduce a certain general class νpλ(a, c, A, B) of multivalent analytic functions in th...
AbstractBy making use of a general linear operator Ipλ(a,c), the authors introduce several new subcl...
In this Thesis we study some complex and hypercomplex function spaces and classes such as hypercompl...
The book contains papers published in the Mathematics Special Issue, entitled "Geometrical Theory of...
AbstractMaking use of the Hohlov operator, the authors obtain inclusion relations between the classe...
International audienceIn this paper, we use the multivariate analytic techniques of Pemantle and Wil...
The main subject of the present paper is to define the four algebraic operations - additions, subtra...
In this thesis, one may find a survey of the results about normalization of holomorphic vector field...
In this paper we extend the notion of specialization functor to the case of several closed submanifo...
The purpose of this paper is to report on a new description of geometry appearing in the multi-speci...
We consider multifunctions acting between two linear normed spaces and having closed convex images. ...
Our purpose in this paper is to define a linear operator F_{p,q,s}[\alpha_{1},m], then applying it ...
In this paper, we investigate differential subordination and superordination properties of a new cla...
Altres ajuts: ANR-10-BLAN 0102Altres ajuts: ANR-11-BS01-0009In a previous article [CMS], monomial as...
This thesis deals with analytic functions as well as multivalent functions de- �ned on the unit dis...
AbstractWe introduce a certain general class νpλ(a, c, A, B) of multivalent analytic functions in th...
AbstractBy making use of a general linear operator Ipλ(a,c), the authors introduce several new subcl...
In this Thesis we study some complex and hypercomplex function spaces and classes such as hypercompl...
The book contains papers published in the Mathematics Special Issue, entitled "Geometrical Theory of...
AbstractMaking use of the Hohlov operator, the authors obtain inclusion relations between the classe...
International audienceIn this paper, we use the multivariate analytic techniques of Pemantle and Wil...
The main subject of the present paper is to define the four algebraic operations - additions, subtra...
In this thesis, one may find a survey of the results about normalization of holomorphic vector field...
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