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Stone-Weierstrass: metric and topological spaces
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In this lecture Roland Speicher (Saarland University) discusses and proves the Theorem of Stone-Weierstrass, which says that a unital subalgebra of C(K) which separates points of K is dense in C(K).
The lecture is divided into 8 small videos; in this second video, the definition of a metric space and, in particular, a topological space are presented, in order to allow the most general compact K in our setting.
The lecture is divided into 8 small videos; in this second video, the definition of a metric space and, in particular, a topological space are presented, in order to allow the most general compact K in our setting.
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