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In this paper, we develop further connections between the ergodic theory of dynamical systems and information theory, in the context of zero-delay coding and state estimation
By Lemma 2.1 it suffices to show that the convolutions of all right Postnikov systems associated to ( 3.1 ) are isomorphic, since for any left Postnikov system there exists a
The paper is organized as follows. Section 2 we provide our slightly modified take on [BN14] on Twisted differential spectra for the purpose of constructing their AHSS. In
Our definition applies to the derived category of projective schemes and finite dimensional algebras, as well as other abelian and additive categories [Definitions 2.3 and 2.4]..
Providing a topological perspective on the MacWilliams property, we also show that the finitary left socle of a left Artinian ring embeds into the semisimple quotient if and only if
We improve their genus 2 case algorithm, generalize it for genus 3 hyperelliptic curves and introduce a way to deal with the genus 3 non-hyperelliptic case, using algebraic
Standard Young tableaux and their statistics are also very important in symmetric function theory, particularly in the theory of Macdonald polynomials and LLT polynomials.. So we
finite number of simple convex deformations that preserve the boundary and such that Π ′ contains either a deletable edge or a contractible edge.. In this note we
