[PDF] SOS/SDP methods: from optimization to games



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Sum of Squares (SOS) - Lecture 02: Sum of Squares (SOS)

If we can’t nd a SOS representation (certi cate) for p(x), we can try (P i x 2)dp(x) for higher powers of d Of course this doesn’t answer the question of how we nd SOS representations M Peet Lecture 02: SOS and Global Stability Analysis 14 / 101



SOS/SDP methods: from optimization to games

17- SOS/SDP: Optimization and Games Two obstacles To solve this, we need to understand how to computationally characterize: • Polynomials that are nonnegative on a given set • The valid moments of a measure Interestingly, the answers turn out to be dual of each other We’ll explain how But first, a mini-review about SDP



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Optimization of Polynomials - Lecture 03: Optimization of

If we can’t nd a SOS representation (certi cate) for p(x), we can try (P i x 2)dp(x) for higher powers of d Of course this doesn’t answer the question of how we nd SOS representations M Peet Lecture 03: 19 / 91



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QUESTION SET GOALS On recent summer Multistate Bar Exams, the overall average percent correct on scored questions was about 67 (127 out of 190) But you don’t need to score that high on the BARBRI question sets to be doing well, because many of them are statistically harder than the actual exam Use the goals below



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SSG 20 Hardware Installation and Configuration Guide

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