While briefly reviewing results about (nets of) generalized conditional expectations and martingale-type convergences, we present an unified version of the topic and prove martingale-type convergence results of monotone nets of generalized conditional expectations in the full generality. In so doing, we fill some gaps
AbstractIn the first part of this paper, nonlinear prediction theory of vector valued random variabl...
This study provides a detailed discussion of the Martingale theory and its properties. To elaborate ...
Let E,F two Polish spaces and [X_n,Y_n], [X,Y] random variables with values in Etimes F (not necess...
While briefly reviewing results about (nets of) generalized conditional expectations and martingale-...
We prove that the martingale convergence theorem for generalized conditional expectations in von Ne...
AbstractWe prove that the martingale convergence theorem for generalized conditional expectations in...
summary:In this paper we prove two convergence theorems for set-valued conditional expectations. The...
In this paper we prove the existence of conditional expectations in the noncommutative Lp(M,Φ)-space...
In this paper certain properties of conditional expectations of reversible JW-algebra A with a faith...
A necessary and sufficient condition on a sequence {A(n)}(n is an element of N) of sigma-subalgebras...
AbstractWe give a necessary and sufficient condition that assures the convergence of conditional exp...
ABSTRACT. Fatou's lemmas and Lebesgue's convergence theorems are established for multi val...
The noncommutative versions of fundamental classical results on the almost sure convergence in L2-sp...
AbstractA saturated Fatou function norm ¢ defined on the probability space (Ω, F,P) is called regula...
We extend the notion of generalized conditional expectation and Martingale onto the set of generaliz...
AbstractIn the first part of this paper, nonlinear prediction theory of vector valued random variabl...
This study provides a detailed discussion of the Martingale theory and its properties. To elaborate ...
Let E,F two Polish spaces and [X_n,Y_n], [X,Y] random variables with values in Etimes F (not necess...
While briefly reviewing results about (nets of) generalized conditional expectations and martingale-...
We prove that the martingale convergence theorem for generalized conditional expectations in von Ne...
AbstractWe prove that the martingale convergence theorem for generalized conditional expectations in...
summary:In this paper we prove two convergence theorems for set-valued conditional expectations. The...
In this paper we prove the existence of conditional expectations in the noncommutative Lp(M,Φ)-space...
In this paper certain properties of conditional expectations of reversible JW-algebra A with a faith...
A necessary and sufficient condition on a sequence {A(n)}(n is an element of N) of sigma-subalgebras...
AbstractWe give a necessary and sufficient condition that assures the convergence of conditional exp...
ABSTRACT. Fatou's lemmas and Lebesgue's convergence theorems are established for multi val...
The noncommutative versions of fundamental classical results on the almost sure convergence in L2-sp...
AbstractA saturated Fatou function norm ¢ defined on the probability space (Ω, F,P) is called regula...
We extend the notion of generalized conditional expectation and Martingale onto the set of generaliz...
AbstractIn the first part of this paper, nonlinear prediction theory of vector valued random variabl...
This study provides a detailed discussion of the Martingale theory and its properties. To elaborate ...
Let E,F two Polish spaces and [X_n,Y_n], [X,Y] random variables with values in Etimes F (not necess...
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