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Ali
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Spectrum space of semidirect product of a subalgebra and an ideal of a Banach Algebra
I think that the spectrum space of the semidirect product of a subalgebra B and an closed two sided ideal I of a Banach algebra A is $\sigma(B)union{0}×\sigma(I)union {0}. I proved one direction and I haven't proved the other direction
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B(H) as a direct sum of a closed two sided ideal and a subalgebra
Do you know anything about general case of H? Would you please let me know.
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