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Closed ideals in analytic weighted Lipschitz algebras [PDF]

Advances in Mathematics, 2008
We obtain a complete description of closed ideals in weighted Lipschitz algebras Λ ω of analytic functions on the unit disk satisfying the following condition | f ( z ) − f ( w ) | ω ( | z − w | ) = o ( 1 ) ( as | z − w | → 0 ) , where ω is a modulus of ...
B. Bouya
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Analytic functionals annihilated by ideals

Manuscripta Mathematica, 1996
For an \(n\)-dimensional Stein manifold \(V\) and a closed ideal \(I \subset \mathcal{O}(V)\), it is known that if an analytic functional \(T\) satisfies \(Th=0, \forall h\in I\), then there exists a compactly supported \((n,n)\) current \(\widetilde{T}\), s.t.
Dickenstein, Alicia, Gay, Roger, Sessa, Carmen, Yger, Alain   +3 more
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Powers of Ideals Having Small Analytic Deviation

American Journal of Mathematics, 1992
The analytic spread \(\ell(I)\) of an ideal \(I\) of a Noetherian local ring \((R,M)\) with infinite residue field is defined as the Krull dimension of the graded ring \(\bigoplus^ \infty_{i=0}(I^ i/MI^ i)\) and \(\ell(I)-ht(I)\) is said to be the analytic deviation of \(I\).
Huckaba, Sam, Huneke, Craig
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Analytic Sets, Analytic Germs, and their Ideals

1991
Stanisław Łojasiewicz, Łojasiewicz Stanisław   +1 more
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Our Relationship to Analytic Ideals: Commentary on Papers by Joyce Slochower and Sue Grand

Psychoanalytic Dialogues, 2003
Jay Frankel
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Jumping numbers of analytic multiplier ideals (with an appendix by S

Annales Polonici Mathematici, 2019
We extend the study of jumping numbers of multiplier ideals due to Ein-Lazarsfeld-Smith-Varolin from the algebraic case to the case of general plurisubharmonic functions.
Dano Kim, H. Seo
semanticscholar   +1 more source

Immersion Vs. Analytic Ideals

1993
S. Kleinman, Martha Copp
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Closed ideals in locally convex algebras of analytic functions.

Journal Fur Die Reine Und Angewandte Mathematik, 1972
B A Taylor
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Finitely generated ideals in rings of analytic functions

Mathematische Annalen, 1971
J. J. Kelleher, B. A. Taylor
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Fitting ideals and multiple points of analytic mappings

Lecture Notes in Mathematics, 1989
David Mond, Ruud Pellikaan, Mond David   +2 more
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