Commutative normed rings / by I. Gelfand, D. Raikov, and G. Shilov. | Kütüphane.osmanlica.com

Commutative normed rings / by I. Gelfand, D. Raikov, and G. Shilov.

İsim Commutative normed rings / by I. Gelfand, D. Raikov, and G. Shilov.
Basım Tarihi: 1999
Basım Yeri Providence, R.I. - AMS Chelsea Pub., [1999].
Konu Banach algebras
Tür Kitap
Dil Arapça
Dijital Hayır
Yazma Hayır
Sayfa Sayısı 306
Fiziksel Boyutlar 24 cm
Kütüphane: The Institute for Advanced Study (IAS)
Kayıt Numarası 3100001~!119790~!4944
Lokasyon Math Stacks
Tarih 1999
Notlar Previously published: Bronx, N.Y., Chelsea Pub. Co., 1964., English translation of Kommutativnye normirovannye kolʹ︠t︡sa published in 1960., Primarily based on a paper published in Uspehi Matematiceskih Nauk (1940); Chapter 8 ( "Normed rings with an involution and their representations"), written by I.M. Gelfand and M.A. Naimark, was previously published in Izv. Akad. Nauk SSSR Ser. Mat., 12(5) 1948., Includes bibliographical references (pages 295-299) and index.. Previously published: Bronx, N.Y., Chelsea Pub. Co., 1964., English translation of Kommutativnye normirovannye kolʹ︠t︡sa published in 1960., Primarily based on a paper published in Uspehi Matematiceskih Nauk (1940); Chapter 8 ( "Normed rings with an involution and their representations"), written by I.M. Gelfand and M.A. Naimark, was previously published in Izv. Akad. Nauk SSSR Ser. Mat., 12(5) 1948., Includes bibliographical references (pages 295-299) and index.. 119790. 306 pages ; 24 cm
İçindekiler The general theory of commutative normed rings -- The general theory of commutative normed rigns (cont'd) -- The ring of absolutely integrable functions and their discrete analogues -- Harmonic analysis on commutative locally compact groups -- The ring of functions of bounded variation on a line -- Regular rings -- Rings with uniform convergence -- Normed rings with an involution and their representations -- The decomposition of a commutative normed ring into a direct sum of ideals.
ISBN 0821820222, 9780821820223
Kaynağa git The Institute for Advanced Study (IAS) The Institute for Advanced Study (IAS)
The Institute for Advanced Study (IAS) The Institute for Advanced Study (IAS)
Kaynağa git

Commutative normed rings / by I. Gelfand, D. Raikov, and G. Shilov.

Basım Tarihi 1999
Basım Yeri Providence, R.I. - AMS Chelsea Pub., [1999].
Konu Banach algebras
Tür Kitap
Dil Arapça
Dijital Hayır
Yazma Hayır
Sayfa Sayısı 306
Fiziksel Boyutlar 24 cm
Kütüphane The Institute for Advanced Study (IAS)
Kayıt Numarası 3100001~!119790~!4944
Lokasyon Math Stacks
Tarih 1999
Notlar Previously published: Bronx, N.Y., Chelsea Pub. Co., 1964., English translation of Kommutativnye normirovannye kolʹ︠t︡sa published in 1960., Primarily based on a paper published in Uspehi Matematiceskih Nauk (1940); Chapter 8 ( "Normed rings with an involution and their representations"), written by I.M. Gelfand and M.A. Naimark, was previously published in Izv. Akad. Nauk SSSR Ser. Mat., 12(5) 1948., Includes bibliographical references (pages 295-299) and index.. Previously published: Bronx, N.Y., Chelsea Pub. Co., 1964., English translation of Kommutativnye normirovannye kolʹ︠t︡sa published in 1960., Primarily based on a paper published in Uspehi Matematiceskih Nauk (1940); Chapter 8 ( "Normed rings with an involution and their representations"), written by I.M. Gelfand and M.A. Naimark, was previously published in Izv. Akad. Nauk SSSR Ser. Mat., 12(5) 1948., Includes bibliographical references (pages 295-299) and index.. 119790. 306 pages ; 24 cm
İçindekiler The general theory of commutative normed rings -- The general theory of commutative normed rigns (cont'd) -- The ring of absolutely integrable functions and their discrete analogues -- Harmonic analysis on commutative locally compact groups -- The ring of functions of bounded variation on a line -- Regular rings -- Rings with uniform convergence -- Normed rings with an involution and their representations -- The decomposition of a commutative normed ring into a direct sum of ideals.
ISBN 0821820222, 9780821820223
The Institute for Advanced Study (IAS)
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