Andrés del Junco
Abstract
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Abstract If p and q are probability vectors of equal entropy each having at least three non-zero components then there exists a finitary homomorphism between the corresponding one-sided Bernoulli shifts.
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Abstract If p and q are probability vectors of equal entropy each having at least three non-zero components then there exists a finitary homomorphism between the corresponding one-sided Bernoulli shifts.
Key concepts: Finitary, Bernoulli's principle, Mathematics, Pure mathematics, Discrete mathematics, Combinatorics, Physics, Thermodynamics