Christensen measurable solutions of generalized Cauchy functional equations.
Christensen measurable solutions of generalized Cauchy functional equations. (Short Communications).
Classes de protenseurs distributions contravariants
Compacity in narrow limit tower spaces.
Compactness in spaces of uniform measures (Preliminary communication)
Comparing measure theoretic entropy for -finite measures with topological entropy
Complete duals of C*(X).
Completion regularity and -additivity of measures on product spaces
Concerning a certain -algebra in compact Hausdorff spaces
Conditional Fourier-Feynman transform given infinite dimensional conditioning function on abstract Wiener space
We study a conditional Fourier-Feynman transform (CFFT) of functionals on an abstract Wiener space . An infinite dimensional conditioning function is used to define the CFFT. To do this, we first present a short survey of the conditional Wiener integral concerning the topic of this paper. We then establish evaluation formulas for the conditional Wiener integral on the abstract Wiener space . Using the evaluation formula, we next provide explicit formulas for CFFTs of functionals in the Kallianpur...
Conditional generalized analytic Feynman integrals and a generalized integral equation.
Configurations of points in sets of positive measure and in Baire sets of second category
Conical measures and vector measures
Every conical measure on a weak complete space is represented as integration with respect to a -additive measure on the cylindrical -algebra in . The connection between conical measures on and -valued measures gives then some sufficient conditions for the representing measure to be finite.
Construction of non-subadditive measures and discretization of Borel measures
The main result of the paper provides a method for construction of regular non-subadditive measures in compact Hausdorff spaces. This result is followed by several examples. In the last section it is shown that “discretization” of ordinary measures is possible in the following sense. Given a positive regular Borel measure λ, one may construct a sequence of non-subadditive measures , each of which only takes a finite set of values, and such that converges to λ in the w*-topology.
Continuité et différentiabilité des translations dans un espace Gaussien.
Continuous extensions of spectral measures
Continuous measures and analytic sets
Convergence of Balayage Measures.
Convergence theorems for a Daniell-Loomis integral.
Convergence uniforme à distance finie de mesures signées