AbstractLet X be a complex Banach space. Then every L1-bounded analytic martingale in X converges if and only if X has the analytic Radon-Nikodym property
AbstractThis second part of the work on Banach space valued multifunctions begins with a detailed st...
AbstractThis paper is concerned with large-O error estimates concerning convergence in distribution ...
AbstractThrough the decomposition theorem of Lebesgue and Darst it is possible to define a generaliz...
AbstractLet X be a complex Banach space. Then every L1-bounded analytic martingale in X converges if...
We introduce the class AUMD of Banach spaces X for which X-valued analytic martingales converge unco...
It is well-known that there is an intimate connection between the Radon-Nikodym property and marting...
The Radon-Nikodým property was introduced to describe those Banach spaces X for which all operators ...
The Radon-Nikodým property was introduced to describe those Banach spaces X for which all operators...
We consider submartingales and uniform amarts of maps acting between a Banach lattice and a Banach l...
We consider submartingales and uniform amarts of maps acting between a Banach lattice and a Banach l...
AbstractWe consider submartingales and uniform amarts of maps acting between a Banach lattice and a ...
AbstractWe extend the notion of real-valued asymptotic martingales to the Banach lattice valued case...
AbstractThe algebra of bounded holomorphic martingales introduced by N. Th. Varopoulos (J. Funct. An...
AbstractThe analytic Radon-Nikodým property for a complex Banach space X is characterized in several...
Abstract. Let (.F,) be an increasing family of u-algebras indexed by a directed set J. In this paper...
AbstractThis second part of the work on Banach space valued multifunctions begins with a detailed st...
AbstractThis paper is concerned with large-O error estimates concerning convergence in distribution ...
AbstractThrough the decomposition theorem of Lebesgue and Darst it is possible to define a generaliz...
AbstractLet X be a complex Banach space. Then every L1-bounded analytic martingale in X converges if...
We introduce the class AUMD of Banach spaces X for which X-valued analytic martingales converge unco...
It is well-known that there is an intimate connection between the Radon-Nikodym property and marting...
The Radon-Nikodým property was introduced to describe those Banach spaces X for which all operators ...
The Radon-Nikodým property was introduced to describe those Banach spaces X for which all operators...
We consider submartingales and uniform amarts of maps acting between a Banach lattice and a Banach l...
We consider submartingales and uniform amarts of maps acting between a Banach lattice and a Banach l...
AbstractWe consider submartingales and uniform amarts of maps acting between a Banach lattice and a ...
AbstractWe extend the notion of real-valued asymptotic martingales to the Banach lattice valued case...
AbstractThe algebra of bounded holomorphic martingales introduced by N. Th. Varopoulos (J. Funct. An...
AbstractThe analytic Radon-Nikodým property for a complex Banach space X is characterized in several...
Abstract. Let (.F,) be an increasing family of u-algebras indexed by a directed set J. In this paper...
AbstractThis second part of the work on Banach space valued multifunctions begins with a detailed st...
AbstractThis paper is concerned with large-O error estimates concerning convergence in distribution ...
AbstractThrough the decomposition theorem of Lebesgue and Darst it is possible to define a generaliz...
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