Pathological Linear Spaces and Submeasures.
Pointwise Compact Sets of Measurable Functions.
Pointwise compactness and continuity of the integral.
In this paper we bring together the different known ways of establishing the continuity of the integral over a uniformly integrable set of functions endowed with the topology of pointwise convergence. We use these techniques to study Pettis integrability, as well as compactness in C(K) spaces endowed with the topology of pointwise convergence on a dense subset D in K.
Prämessbare Funktionen.
Probabilistic norms and statistical convergence of random variables.
Probability limit identification functions on separable metrizable spaces
Problem 24 of the "Scottish book'' concerning additive functionals