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In particular, a 2-vector space is skeletal if the corresponding 2-term chain complex has vanishing differential, and two 2-vector spaces are equivalent if the corresponding 2-term
In particular, a 2-vector space is skeletal if the corresponding 2-term chain complex has vanishing differential, and two 2-vector spaces are equivalent if the corresponding
Key words and phrases : Probability in Banach spaces, autoregressive processes, law of large numbers, central limit theorem, Ornstein-Uhlenbeck process, stochastic
In the topological setting, this group of torsion elements occurs as the kernel of a properly discontinuous action.. This theorem was proved in several steps, where the first step
We prove a Filippov type existence theorem for solutions of a higher order differential inclusion in Banach spaces with nonconvex valued right hand side by applying the
Key words and phrases: seminorms, Hahn-Banach theorem, Gel’fand pairs, Gel’fand measures, orthogonal projections and rank one operators in Hilbert spaces..
Wallace proved that if R is a closed congruence defined on a compact topological semigroup S then S/R with the quotient topol- ogy and the standard multiplication is a
The main result of this paper for separable type spaces is a characterization theorem which shows that within the class of continuous rules, a rule is symmetric and consistent if
