2010Advances in MathematicsRequires access

Tensor Products of Interval Effect Algebras

Xie Yongjian

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Abstract

The structures of tensor products of interval effect algebras are studied.Then we prove that the tensor product of interval effect algebra[0,1]and[0,1]is not[0,1].

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The structures of tensor products of interval effect algebras are studied.Then we prove that the tensor product of interval effect algebra[0,1]and[0,1]is not[0,1].

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Available abstract

The structures of tensor products of interval effect algebras are studied.Then we prove that the tensor product of interval effect algebra[0,1]and[0,1]is not[0,1].

Key concepts: Mathematics, Tensor product, Pure mathematics, Interval (graph theory), Algebra over a field, Tensor product of algebras, Tensor (intrinsic definition), Tensor contraction

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