A unified algorithmic framework interprets coefficient recurrences for orthogonal polynomial series as numerators of operator fractions and computes them via noncommutative Euclidean algorithm.
Hodges.A shorter model theory
2 Pith papers cite this work. Polarity classification is still indexing.
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Universal algebra supplies cyclic terms and bounded-width conditions that classify the tractability of finite-domain CSPs via graph homomorphisms.
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Fractions of Recurrence Operators for Generalized Fourier Series in Classical Orthogonal Polynomials
A unified algorithmic framework interprets coefficient recurrences for orthogonal polynomial series as numerators of operator fractions and computes them via noncommutative Euclidean algorithm.
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Graph Homomorphisms and Universal Algebra
Universal algebra supplies cyclic terms and bounded-width conditions that classify the tractability of finite-domain CSPs via graph homomorphisms.