Cauchy's Integral Theorem on a Finitely
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Paul S. Pedersen
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Article
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1997
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Elsevier Science
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English
β 317 KB
Let R[:]=R[: 1 , : 2 , ..., : n ] (where : 1 =1) be a real, unitary, finitely generated, commutative, and associative algebra. We consider functions We impose a total order on an algorithmically defined basis B for R[:]. The resulting algebra and ordered basis will be written as (R[:], <). We then