Talk page
Title:
Fraisse Limits and Tensor Spaces
Speaker:
Abstract:
In model theory Fraisse limits are certain highly homogeneous countable structures -- examples include the rational numbers as the unique dense linear order without endpoints, and the Rado graph as the "unique infinite random graph". I will discuss the basics of this theory, and then discuss some recent work with Andrew Snowden extending this notion to linear algebraic settings where we construct certain ultrahomogenous tensor spaces.
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