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Similarité Entre Certains Quotients de A+ et des Quotients D'Algèbres Uniformes
Published online by Cambridge University Press: 20 November 2018
Résumé
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Let A(D) be the usual disc algebra, and let A+ be the subalgebra of A(D) consisting in those f € A(D) which have an absolutely convergent series of Taylor coefficients. Set m1 = {f € A(D) | f(1) = 0}, m = m1 ∩ A+, let G be the function and K = A+ ∩ I1.
We show that the quotient algebras m1/I1 and m/K are similar in the sense of J. Esterle.
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- Copyright © Canadian Mathematical Society 1991
References
Références
1.
Bennett, C. et Gilbert, J. E., Homogeneous algebras on the circle, ideals of analytic Junctions, Ann. Inst. Grenoble (3)22 (1972), 1–19.Google Scholar
2.
Esterle, J., Quasimultipliers, representations of H°° and the closed ideal problem for commutative Banach algebras. Lecture Notes in Math. 975, 1983, 66–162.Google Scholar
3.
Kahane, J. P., Séries de Fourier absolument convergentes.
Springer-Verlag, Berlin-Heidelberg-New York, 1970.Google Scholar
4.
Kahane, J. P., Idéaux primaires fermés dans certaines algèbres de Banach de fonctions analytiques. Lecture Notes in Math. 336, 1973, 5–14.Google Scholar
5.
Koua, K., Similarité entre l'algèbre de Volterra et un quotient d'algèbre uniforme, (à paraître).Google Scholar
6.
Strouse, E., Closed ideals in convolution algebras and the Laplace transform, Michigan J. 35(1988), 185– 196.Google Scholar
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