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71
Serre Local Algebra.pdf
Serre Local AlgebraSerre Local AlgebraSerre Local Algebra
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26
10.1.1.169.6419 KIRILLOV THEORY FOR GL2(D) WHERE D IS A DIVISION ALGEBRA OVER A NON-ARCHIMEDEAN LOCAL FIELD (2000) by Dipendra Prasad , A. Raghuram.pdf
10.1.1.169.6419 KIRILLOV THEORY FOR GL2(D) WHERE D IS A DIVISION ALGEBRA OVER A NON-ARCHIMEDEAN LOCAL FIELD (2000) by Dipendra Prasad , A. Raghuram10.1.1.169.6419 KIRILLOV THEORY FOR GL2(D) WHERE D IS A DIVISION ALGEBRA OVER A NON-ARCHIMEDEAN LOCAL FIELD (2000) by Dipendra Prasad , A. Raghuram10.1.1.169.6419 KIRILLOV THEORY FOR GL2(D) WHERE D IS A DIVISION ALGEBRA OVER A NON-ARCHIMEDEAN LOCAL FIELD (2000) by Dipendra Prasad , A. Raghuram
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71
Local algebra-Serre J-P.pdf
Local algebra-Serre J-PLocal algebra-Serre J-PLocal algebra-Serre J-P
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23
on the linear algebra of local complementation.pdf
on the linear algebra of local complementation
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11
Decomposition of Jordan automorphisms of strictly triangular matrix algebra over local rings.pdf
Decomposition of Jordan automorphisms of strictly triangular matrix algebra over local rings
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13
On local properties of Hochschild cohomology of a C$^*$- algebra.pdf
Let A be a C ^* -algebra, and let X be a Banach A -bimodule. B. E. nJohnson showed that local derivations from A into X are derivations. We nextend this concept of locality to the higher cohomology of a C^* -algebra n%for n -cocycles from A^{(n)} into X and show that, for every n in N , nbounded local n -cocycles from A^{(n)} into X are n -cocycles.
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30
La queste del saint Gra(AL) A computational approach to local algebra.pdf
La queste del saint Gra(AL) A computational approach to local algebra
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9
Spectrum-generating SU(3) and local current algebra.pdf
Spectrum-generating SU(3) and local current algebra
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13
local algebra bundles and $alpha$-jets of mappings.pdf
local algebra bundles and $alpha$-jets of mappings
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