Let $F$ be a quasi-complete locally convex space, $(\Omega, \Sigma, \mu)$ a complete probability space, and $L^1(\mu; F)$ the space of all strongly integrable ...
In a recent paper Freese and Murphy said a complete, convex, externally convex metric space has the vertical angle property provided for each four of its distinct ...
Abstract: Let A be a compact subset of a (real) Hilbert space H. Denote by co(A) the convex hull of A. We will discuss the following problem: How much larger is co(A) than A? We present several bounds ...
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