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Department of Mathematics University of Helsinki Hallituskatu
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additive algebra applications assume atomic BAIRE Banach space base Borel bounded called choose closed compact complete condition consider contains continuous converges convex Corollary countable defined definition denote disintegration disjoint easy Edited elements equal equivalent example exists extension fact finite fixed follows function give given Hausdorff hence holds implies induces integral invariant isomorphism lattice Lebesgue Lemma lifting limit linear locally Math Mathematics mean measure metric natural norm Note null obtain positive probability problem Proceedings Proof Proposition prove question Radon random References regular relation Remark representation respect result s-bounded satisfies separable sequence strong subset Suppose Theorem Theory topology true uniform uniformly unique University valued vector weak weakly