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Paper
IPM / M / 7397 |
School of Mathematics
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Title: |
On (Co)homology of triangular Banach algebras
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Author(s): |
M. Sal Moslehian
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Status: |
In Proceedings
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Proceeding: |
Banach Center Publ.
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Vol.: |
67
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Year: |
2005
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Pages: |
271-276
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Supported by: |
IPM
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Abstract: |
Suppose that A and B are unital Banach algebras with units
1A and 1B, respectively, M is a unital Banach A,
B-module, T=[
] is the triangular Banach algebra, X is a
unital T-bimodule, XAA=1AX1A,
XBB=1BX1B, XAB=1AX1B and
XBA=1BX1A. Applying two nice long exact sequences
related to A, B, T, X, XAA, XBB, XAB and
XBA we establish some results on (co)homology of triangular
Banach algebras.
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