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Quantified Probability Logics: How Boolean Algebras Met Real-Closed Fields artwork
Society & Culture

Quantified Probability Logics: How Boolean Algebras Met Real-Closed Fields

MCMP – Philosophy of Mathematics by Ludwig-Maximilians-Universität München

Feb 10, 201500:51:28Society & Culture

Stanislav O. Speranski (Sobolev Institute of Mathematics) gives a talk at the MCMP Colloquium (4 December, 2014) titled "Quantified probability logics: how Boolean algebras met real-closed fields". Abstract: This talk is...