The extension theorem for bi-invariant weights over Frobenius rings and Frobenius bimodules
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A4 Artikkeli konferenssijulkaisussa
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Date
2019
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Mcode
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Language
en
Pages
13
117-129
117-129
Series
Rings, Modules and Codes, Contemporary Mathematics, Volume 727
Abstract
We give a sufficient condition for a bi-invariant weight on a Frobenius bimodule to satisfy the extension property. This condition applies to bi-invariant weights on a finite Frobenius ring as a special case. The complex-valued functions on a Frobenius bimodule are viewed as a module over the complex monoid algebra of the multiplicative monoid of the coefficient ring.Description
Keywords
FINITE, MODULES, CODES, EQUIVALENCE
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Citation
Gnilke, O W, Greferath, M, Honold, T, Wood, J A & Zumbraegel, J 2019, The extension theorem for bi-invariant weights over Frobenius rings and Frobenius bimodules . in A Leroy, C Lomp, S LopezPermouth & F Oggier (eds), Rings, Modules and Codes . Contemporary Mathematics, vol. 727, American Mathematical Society, pp. 117-129, International Conference on Noncommutative Rings and their Applications, Lens, France, 12/06/2017 . https://doi.org/10.1090/conm/727/14629