Let X be a measurable space whose cardinal is larger than continuum.
3) Let us consider the measurable space Ow = (B(H), [B.
By a measurable space, we shall mean as usually the pair ([OMEGA], [summation]), where the set [OMEGA] is equipped with a [sigma]-algebra [summation] of subsets.
Let ([OMEGA], [summation]) be a measurable space and Y be a separable metric space.
The material is grouped by session, with individual paper topics that include model checking multivariate state rewards, a prediction model for software perfomance in symmetric multiprocessing environments, and the measurable space
of stochastic processes.
Some terms: measurable space
, probabilistic space, elementary event, the space of elementary events, sigma algebra, complex event, the function of probability, the probability of events, axioms of probability theory and Borel [sigma]-algebra as defined in (Sarapa, 1993).
Let (X, [OMEGA] )be a measurable space
where [OMEGA] is a non-empty class of subsets of X.
Bonnefoy concludes that Masaccio used both metaphysical and measurable space
If (X,F) is a measurable space
and Y is a topological space, the multifunction [PHI]: X [right arrow] [2.
The neutrosophic measurable functions and their neutrosophic measurable spaces
form a neutrosophic category, where the functions are arrows and the spaces objects.
Both extensions include measurable spaces
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