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Existence of Ricci Flows of Incomplete SurfacesTaylor & Francis Online
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von G Giesen · · Zitiert von: 91 — Ricci flows with bursts of unbounded curvature · Gregor Giesen et al. Communications in Partial Differential Equations. Published online: 2 Jun
Remarks on Hamilton's Compactness Theorem for Ricci flowDe Gruyter
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von PM Topping · · Zitiert von: 17 — Thanks also to Gregor Giesen for useful comments. Supported by The Leverhulme Trust. Received: Revised: › crelle › html
Canonical smoothing of compact Alexandrov surfaces via ...Archive ouverte HAL
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von T Richard · · Zitiert von: 13 — [GT11] Gregor Giesen and Peter M. Topping. Existence of Ricci flows of incomplete surfaces. Comm. Partial Differential Equations ... › hal › document
Daniel Ramos Guallar
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von D Ramos Guallar · Zitiert von: 1 — Gregor Giesen and Peter Topping. Existence of ricci flows of incomplete surfaces. Preprint (2010), to appear in Comm. P.D.E., arXiv: v2. [math.AP]. › bitstream › handle
Calculus of Variations - ebsco
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von G Giesen · · Zitiert von: 45 — Gregor Giesen · Peter M. Topping. Received: 29 June Accepted: 28 October Published online: 19 November © Springer-Verlag › login
Long time behaviour of Ricci flow on open 3-manifolds
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von L Bessieres · · Zitiert von: 2 — Gregor Giesen and Peter M. Topping. Existence of Ricci flows. of incomplete surfaces. Comm. Partial Differential Equations,. 36(10):1860–1880, › filename › openlt
Longtime existence of the Kähler-Ricci flow on ℂⁿJSTOR
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von A CHAU · · Zitiert von: 7 — [10] Gregor Giesen and Peter M. Topping, Existence of Ricci flows of incomplete sur- faces, Comm. Partial Differential Equations 36 (2011), ... › stable
Canonical smoothing of compact Alexandrov surfaces via ...Archive ouverte HAL
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von T Richard · · Zitiert von: 13 — [GT11] Gregor Giesen and Peter M. Topping. Existence of Ricci flows of incomplete surfaces. Comm. Partial Differential Equations ...
George Spencer Browns Laws of Form zwischen Mathematik ...
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von M Rathgeb · · Zitiert von: 3 — Mein Dank gilt auch den noch nicht genannten Mitorganisatoren der Romseminare in Dresden, Kiel, Siegen und Tübingen, nämlich Gregor Giesen, Michael Korey,. › bitstream › ubsi
Ricci flow of negatively curved incomplete surfaces - Springer
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von G Giesen · · Zitiert von: 45 — Authors and Affiliations. Mathematics Institute, University of Warwick, Coventry, CV4 7AL, UK. Gregor Giesen & Peter M. Topping. Authors. › article
Ricci flows with unbounded curvature | SpringerLink
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von G Giesen · · Zitiert von: 31 — Gregor Giesen &; Peter M. Topping. Mathematische Zeitschrift volume 273, pages 449–460 (2013)Cite this article Accesses. 16 Citations. › article
Gregor Giesen - Google Scholarscholar.google.com › citations
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Gregor Giesen. University of Warwick. Bestätigte E-Mail-Adresse bei giesen.net. Ricci flow. ArtikelZitiert vonÖffentlicher Zugriff ...
AMS :: Transactions of the American Mathematical Society
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von A Chau · · Zitiert von: 4 — MR , DOI surv/144 · Gregor Giesen and Peter M. Topping, Ricci flow of negatively curved incomplete surfaces, Calc. Var. › journals › tran
AMS :: Transactions of the American Mathematical Society
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von F He · · Zitiert von: 1 — MR · Gregor Giesen and Peter M. Topping, Ricci flows with unbounded curvature, Math. Z (2013), no. 1-2, 449–460. › tran
Existence of Ricci Flows of Incomplete Surfaces | CiNii ResearchCiNii Research
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von G Giesen · · Zitiert von: 91 — 閉じる. [4/18更新]CiNii ArticlesのCiNii Researchへの統合について. Existence of Ricci Flows of Incomplete Surfaces. DOI Web Site 被引用文献1件. Gregor Giesen.
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