How is affine scaling used in interior-point methods?

Oct 24, 2023 ... So the value function is affine on cascade sets. Conversely, if the signal distribution has convex support and the natural action ordering is. In both cases, the linear-quadratic model yields unique Bayesian Nash equilibria and the unique equilibrium strategies are affine in the information firms have. Conditions for the existence of affine equilibrium policies as well as general informative Nash equilibria are presented for both the scalar and ... assume that it is affine in the state variables. Hence, the ... long-term investors economy is more informative, while with diffuse informational arrival ... ... affine transformations which not suits for me. Please give me a hint what ... informational purposes only. Apple disclaims any and all liability for ... v that represents the entropy of the first random variable. • (Conditional affine information inequality) Deciding the truth value of the conditional affine ... Oct 8, 2023 ... ' 0:< DBG_INFO: Informational message: inaccurate edge-curve, but ... ' 0:< DBG_INFO: refineSpan is using the alternative affine span ... Apr 21, 2020 ... ... affine, Lipschitz. Continuous, and convex. Moreover, any such representation of Б is unique up to a positive affine transformation. The proof ... Oct 24, 2022 ... The constructed geometry is a generalization of dual affine coordinates for stochastic thermodynamics. For example, the metric and the ... In Section 3, following Nagaoka [7], we introduce a Fisher metric and a pair of dual affine connections on the set of irreducible stochastic matrices, which ...