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SPECTRUM PROPERTIES IN C(X) ALGEBRA

Year 2011, Volume: 6 Issue: 3, 80 - 84, 01.04.2011

Hakan Avcı

Abstract

Let Y be a Banach algebra and F:C(X)->Y be a continous homomorphism. We have shown that the adjoint trasformation is surjective by using topological zero divisors in C(X) , i.e.,f*∆(Y)= ∆(C(X)) . As a result for , we obtained óC(X) (g)=όY(f(g)) that spectrum transformation is satisfied.

Keywords

Banach Algebra Topological Zero Divisor Spectrum Complex Homomorphism Maximal Ideal

C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY

Year 2011, Volume: 6 Issue: 3, 80 - 84, 01.04.2011

Hakan Avcı

Abstract

Herhangi bir Banach cebiri Y olsun. F:C(X)->Y sürekli homomorfizim olmak üzere C(X) deki syfyr bölenlerden faydalanarak F fonksiyonunun adjoint dönü?ümünün örten oldu?unu gösterdik. Bu özellikten C(X) deki g elemany için óC(X) (g)=όY(f(g)) oldu?unu yani spektrumun dönü?ümü özelli?inin sa?landy?yny elde ettik.

Keywords

Banach Cebiri Topolojik Syfyr Bölen Spektrum Kompleks Homomorfizm Maksimal Ydeal.

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Details

Primary Language Turkish
Journal Section Physics
Authors

Hakan Avcı This is me

Publication Date April 1, 2011
Published in Issue Year 2011 Volume: 6 Issue: 3

Cite

APA Avcı, H. (2011). C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY. Physical Sciences, 6(3), 80-84. https://doi.org/10.12739/10.12739
AMA Avcı H. C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY. Physical Sciences. April 2011;6(3):80-84. doi:10.12739/10.12739
Chicago Avcı, Hakan. “C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY”. Physical Sciences 6, no. 3 (April 2011): 80-84. https://doi.org/10.12739/10.12739.
EndNote Avcı H (April 1, 2011) C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY. Physical Sciences 6 3 80–84.
IEEE H. Avcı, “C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY”, Physical Sciences, vol. 6, no. 3, pp. 80–84, 2011, doi: 10.12739/10.12739.
ISNAD Avcı, Hakan. “C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY”. Physical Sciences 6/3 (April 2011), 80-84. https://doi.org/10.12739/10.12739.
JAMA Avcı H. C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY. Physical Sciences. 2011;6:80–84.
MLA Avcı, Hakan. “C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY”. Physical Sciences, vol. 6, no. 3, 2011, pp. 80-84, doi:10.12739/10.12739.
Vancouver Avcı H. C(X) CEBYRYNDEKY SPEKTRUM ÖZELLYKLERY. Physical Sciences. 2011;6(3):80-4.