Can every finite affine plane be extended to a projective plane? What are Latin squares and their connection to affine planes?

We show that the parameters of the model can be estimated in a simple and robust manner using survey-like information; and that the model we propose affords a ... Feb 17, 2006 ... (2003) can, at best, achieve the efficiency of a maximum likelihood procedure that uses the limited-information densities p ( y t | y t − 1 , . 2, we show that Example 2(b) is not degenerate and provide an infinite set of (affine) cost functions for which IBP occurs in this network. Similar to ... The rest of the paper considers models with quadratic payoffs and affine information structure which yield computable Bayesian-Cournot equilibria and. ... affine space which we denote by some capital letter, say A; single measurement outcomes are described by affine maps $\mathcal{M}^{(i)}:A\to which yield ... Foundation of Informational Science Advancement. to each database ... Communication Complexity of Affine Type. PIR. 4.1 A Lower Bound for Affine Type PIR. Sep 16, 2010 ... It is also caused by the informational and contractual linkages between firms, which provide a channel for the propagation of financial ... The constructed geometry is a generalization of dual affine coordinates for stochastic thermodynamics. For example, the metric and the divergence are ... Sep 12, 2022 ... We derive a pair of dual affine connections partic- ular to Doi-Peliti theory for the way they separate the roles of the nominal distribution. Jul 20, 2017 ... The local entropy density, regarded as a function of local densities of conserved quantities, is doubly affine, in that the entropy function is ...