Model theory seminarFriday, March 27, 201512:30 pmGC 6417

# Independence, via limits

## Gwyneth Harrison-Shermoen

### Wesleyan University

Given a large model *M* of some theory *T*, I will describe a method for lifting well-behaved notions of independence from the theories of substructures of *M* to a reasonably well-behaved notion of independence in *M*. (In essence, we take the limit of the independence relations in the substructures.) The motivating example – two-sorted theories of infinite-dimensional vector spaces over an algebraically closed field and with a bilinear form – was worked out by N. Granger in his thesis. I will outline this example before launching into the more general framework.

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on February 20th, 2015