- An Example of a Nontrivial Bubble Tree in the Harmonic Map Heat Flow \Lambda
- Organiser: Jos Rodrigo The Analysis Seminar takes place onThursday afternoons at 4.00pm in Lecture Room B3.02 of the Mathematics
- reverse bubbling and nonuniqueness in the harmonic map flow \Lambda
- Organiser: Peter Topping The Analysis Seminar takes place onThursday afternoons at 4.00pm in Lecture Room B3.02 of the Mathematics
- winding behaviour of finitetime singularities of the harmonic map heat flow \Lambda
- repulsion and quantization in almost-harmonic maps, and asymptotics of the harmonic map flow
- Ricci Flow: The Foundations via Optimal Transportation
- Reverse bubbling in geometric flows Peter M. Topping
- The Optimal Constant in Wente's L 1 Estimate Peter Topping
- manuscripta math. 100, 2333 (1999) Springer-Verlag 1999 Peter Topping
- MATHEMATICS INSTITUTE ANALYSIS SEMINARS
- The isoperimetric inequality on a surface Peter Topping
- Decay estimates for Rivi`ere's equation, with applications to regularity and compactness
- Towards the Willmore conjecture Peter Topping
- WWMIWarwickMathematicsInstituteWarwickMathematicsInstitute For further information on these and other events see
- bubbling of almost-harmonic maps between 2-spheres at points of zero energy density
- J. reine angew. Math. 503 (1998), 47_61 Journal f}r die reine und angewandte Mathematik
- An approach to the Willmore conjecture Peter Topping
- Pressure estimates in two dimensional incompressible fluid flow \Lambda Peter Topping
- An approach to the Willmore conjecture \Lambda Peter Topping
- diameter control under ricci flow Peter Topping
- j. differential geometry 45 (1997) 593610
- MatheMatics institute --university of WarWick Analysis Seminars --Spring Term 2003
- Comment. Math. Helv. 72 (1997) 316328 0010-2571/97/020316-13 $ 1.50+0.20/0
- Decay estimates for Rivi`ere's equation, with applications to regularity and compactness
- These events take place on Thursday afternoons at 4.00pm in Lecture Room B3.02 of the Mathematics Institute unless indicated.
- Abstracts of selected publications Peter Topping
- Digital Object Identifier (DOI) 10.1007/s005260000042 Calc. Var. 11, 361393 (2000)
- Annals of Mathematics, 159 (2004), 465534 Repulsion and quantization in
- IMRN International Mathematics Research Notices 2002, No. x
- improved regularity of harmonic map flows with holder continuous energy
- relating diameter and mean curvature for submanifolds of euclidean space
- RICCI FLOW, ENTROPY AND OPTIMAL TRANSPORTATION
- Calc. Var. (2010) 38:357367 DOI 10.1007/s00526-009-0290-x Calculus of Variations
- ALMOST-SCHUR LEMMA CAMILLO DE LELLIS AND PETER M. TOPPING
- On Type I Singularities in Ricci flow Joerg Enders, Reto Muller and Peter M. Topping
- Existence of Ricci flows of incomplete Gregor Giesen and Peter M. Topping
- Uniqueness and nonuniqueness for Ricci flow on surfaces: Reverse cusp singularities
- Ricci flows with unbounded curvature Gregor Giesen and Peter M. Topping
- MATHEMATICS INSTITUTE --UNIVERSITY OF WARWICK Analysis Seminars --Autumn 2002
- Mathematics Institute Analysis Seminar Autumn Term 2008
- Mathematics Institute Analysis Seminar Spring Term 2008/09
- Analysis Seminars AutumnTerm 2009/10
- Analysis Seminars Summer Term 2009/10
- lectures on the ricci flow 1 Peter Topping
- the canonical shrinking soliton associated to a ricci flow
- AnalysisSeminars--AutumnTerm2003 Seminars take place at 4.00pm in
- Analysis Seminars SpringTerm 2009/10
- An Example of a Nontrivial Bubble Tree in the Harmonic Map Heat Flow *
- An approach to the Willmore conjecture * Peter Topping
- bubbling of almost-harmonic maps between 2-spheres at points of zero energy density
- Mathematics Institute Analysis Seminar Summer Term 2006
- J. reine angew. Math. 636 (2009), 93--122 DOI 10.1515/CRELLE.2009.083
- winding behaviour of finite-time singularities of the harmonic map heat flow
- Mathematics Institute Analysis Seminars Summer Term 2008/09
- Towards the Willmore conjecture * Peter Topping
- repulsion and quantization in almost-harmonic maps, and asymptotics of the harmonic map flow
- The isoperimetric inequality on a surface Peter Topping
- DOI 10.4171/JEMS/237 J. Eur. Math. Soc. 12, 14291451 c European Mathematical Society 2010
- The Optimal Constant in Wente's L1 Estimate Peter Topping
- j. differential geometry 45 (1997) 593-610
- Pressure estimates in two dimensional incompressible fluid flow * Peter Topping
- winding behaviour of finite-time singularities of the harmonic map heat flow *
- bubbling of almost-harmonic maps between 2-spheres at points of zero energy density *
- reverse bubbling and nonuniqueness in the harmonic map flow *
- Ricci flows with unbounded curvature Gregor Giesen and Peter M. Topping
- Decay estimates for Rivi`ere's equation, with applications to regularity and compactness
- Partial Di erential Equations and Geometry Seminar Organisers: Huy Nguyen, Miaomiao Zhu
- Remarks on Hamilton's Compactness Theorem for Ricci flow
- Remarks on Hamilton's Compactness Theorem for Ricci flow