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Volumn 86, Issue 3-4, 2009, Pages 577-590

Generalized limits and related asymptotic formulas

a VORONEZH STATE TECHNICAL UNIVERSITY (Russian Federation)

Author keywords

Ces ro operator; Dilation operator; Dixmier trace; Generalized limit; Hilbert space; Karamata theorem; Lebesgue Stieltjes integral; Marcinkiewicz space; Operator ideal

Indexed keywords

EID: 76249090035 PISSN: 00014346 EISSN: None Source Type: Journal
DOI: 10.1134/S000143460909034X Document Type: Article

Times cited : (6)

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2
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- Carey, A.¹ Phillips, J.² Sukochev, F.³

3
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- The Dixmier trace and asymptotics of zeta functions
- A. L. Carey, A. Rennie, A. Sedaev, and F. Sukochev, "The Dixmier trace and asymptotics of zeta functions," J. Funct. Anal. 249(2), 253-283 (2007).
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- Carey, A.L.¹ Rennie, A.² Sedaev, A.³ Sukochev, F.⁴

4
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- Dixmier traces and some applications in non-commutative geometry
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- Carey, A.L.¹ Sukochev, F.A.²

5
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- Moscow: Nauka, [in Russian]
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6
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- Existence de traces non normales
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7
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- Symmetric functionals and singular traces
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- Dodds, P.G.¹ de Pagter, B.² Semenov, E.M.³ Sukochev, F.A.⁴

8
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- Dixmier traces as singular symmetric functionals and applications to measurable operators
- S. Lord, A. Sedaev, and F. Sukochev, "Dixmier traces as singular symmetric functionals and applications to measurable operators," J. Funct. Anal. 224(1), 72-106 (2005).
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- Lord, S.¹ Sedaev, A.² Sukochev, F.³

9
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- Connes-Dixmier traces, singular symmetric functionals, and measurable elements in the sense of Connes
- [Math. Notes 76 (5-6), 884-889 (2004)]
- A. A. Sedaev, F. A. Sukochev, and S. Lord, "Connes-Dixmier traces, singular symmetric functionals, and measurable elements in the sense of Connes," Mat. Zametki 76(6), 948-953 (2004) [Math. Notes 76 (5-6), 884-889 (2004)].
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- Sedaev, A.A.¹ Sukochev, F.A.² Lord, S.³

10
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- On a Tauberian theorem arising in the theory of singular symmetric functionals
- A. A. Sedaev, "On a Tauberian theorem arising in the theory of singular symmetric functionals" Vestnik Moskov. Univ. Ser. Fiz. Mat., No. 1, 146-148 (2004).
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- Sedaev, A.A.¹

11
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- Oxford: Oxford Univ. Press
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- Hardy, G.¹

* 이 정보는 Elsevier사의 SCOPUS DB에서 KISTI가 분석하여 추출한 것입니다.