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An operator algebraic proof of Agler's factorization theoremPublished in
2009
Volume: 137
Issue: 11
Pages: 3741 - 3748
We give a short direct proof of Agler's factorization theorem that uses the Blecher-Ruan-Sinclair characterization of operator algebras. The key ingredient of this proof is an operator algebra factorization theorem. Our proof provides some additional information about these factorizations in the case of polynomials. © 2009 American Mathematical Society.
Topics: Analytic proof (67)%67% related to the paper, Factorization (62)%62% related to the paper, Factorization of polynomials (61)%61% related to the paper, Direct proof (59)%59% related to the paper and Weierstrass factorization theorem (59)%59% related to the paper
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Content may be subject to copyright,Check LicenseFirst published in Notices Amer. Math. 2009-11-01, published by the American Mathematical Society. © 2009 American Mathe... ...First published in Notices Amer. Math. 2009-11-01, published by the American Mathematical Society. © 2009 American Mathematical Society.
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