Rivière, Tristan - Departement Mathematik, Eidgenössische Technische Hochschule Zürich (ETHZ)

• High-dimensional Helicities and rigidity of linked Foliations
• Parois et vortex en micromagn etisme. Tristan Rivi ere
• Singular bundles with bounded L2 -curvatures.
• Conservation laws for conformal invariant variational problems.
• Connecting Rational Homotopy Type Singularities.
• MATHEMATIK DEPARTEMENT ETH ZURICH UND FORSCHUNGSINSTITUT FUR MATHEMATIK ETH ZURICH
• Programm der SeminarVorlesung ``Multilineare Algebra und ihre Anwendungen in Analysis, Geometrie,
• Vortr age der Seminar-Vorlesung \Multilineare Algebra und ihre Anwendungen in
• Sobolev critical exponents of rational homotopy groups .
• Connecting Topological Hopf Singularities Robert Hardt* and Tristan Rivi ere
• FUNKTIONALANALYSIS II Wintersemester 2005/2006
• ICM 2002 Vol. III 1{3 Bubbling and regularity issues
• The recti ability of shock waves for the solutions of genuinely non-linear scalar
• Departement Mathematik T. Rivi ere Ubungen zur Seminar-Vorlesung
• 3 juillet 2007, Paris. Des EDP au calcul scientifique. En l'honneur de Luc Tartar. ANALYSIS ASPECTS OF WILLMORE SURFACES.
• Domain Wall Energy in a Problem Related to Micromagnetism
• On the recti ability of defect measures arising in a micromagnetics model
• Lois de conservation pour les problemes invariants conformes et les equations de
• Conservation laws for fourth order systems in four dimensions
• Resolutions of the prescribed volume form equation Tristan Riviere and Dong Ye
• Towards Ja e and Taubes Conjectures in the Strongly Repulsive Limit.
• A Quantization Property for Moving Line FangHua Lin # and Tristan Riviere +
• Tristan RIVI`ERE Birth date : november 26th, 1967.
• Variational Principles for immersed Surfaces with L2 Second Fundamental Form.
• WEAK CLOSURE OF SINGULAR ABELIAN -BUNDLES IN 3 DIMENSIONS
• Sub-criticality of Schrodinger Systems with Antisymmetric Potentials.
• A Minimality property for entropic solutions to scalar conservation laws in 1 + 1 dimensions
• Local Palais-Smale Sequences for the Willmore Functional
• The role of integrability by compensation in conformal geometric analysis.
• Analysis Aspects of Willmore Surfaces Tristan Rivi`ere
• Study of topological singularities in function spaces between manifolds and applications to the Calculus of
• Diss. ETH No. 17792 Uniqueness of tangent cones for calibrated
• Diss. ETH No. ?? Singular Bundles with Bounded
• Diss. ETH No. 19629 QUALITATIVE AND QUANTITATIVE
• Diss. ETH N0 Integrability by compensation in Besov-Morrey spaces
• DISS. ETH NO. 19764 LOCAL ANALYSIS OF RECTIFIABLE AND
• A Quantization Property for Static GinzburgLandau Vortices
• Funktionalanalysis II Programm der Vorlesung
• Vortex energy and vortex bending for a rotating BoseEinstein condensate Amandine Aftalion*
• Integrability by Compensation in the Analysis of
• Energy Quantization for Harmonic Maps Fanghua Lin \Lambda Tristan Riviere y
• 3-Commutators Estimates and the Regularity of 1/2-Harmonic Maps into
• RECTIFIABILITY OF ENTROPY MEASURES IN ONE SPACE CAMILLO DE LELLIS, TRISTAN RIVI
• The singular set of J-holomorphic maps into projective algebraic varieties
• A Viscosity Property of Minimizing Micromagnetic Con gurations
• Weak density of smooth maps for the Dirichlet energy between manifolds
• Le r^ole de l'integrabilite par compensation dans l'analyse des
• Ensembles singuliers topologiques dans les espaces fonctionnels entre vari et es
• Interpolation Spaces and Energy Quantization for YangMills Fields
• The regularity of Special Legendrian Integral Cycles
• A Partial regularity result for a class of Stationary YangMills Fields in high dimension
• Research program Tristan Rivi ere
• Approximating J-holomorphic curves by holomorphic ones.
• A sharp nonlinear Gagliardo--Nirenberg type estimate and applications to the regularity of elliptic systems
• Error analysis for the Willmore-Helfrich Functional.
• Regularity for micromagnetic con gurations having zero jump energy
• Variational Principles for immersed Surfaces with L2 Second Fundamental Form.
• The Singular Set of 1-1 Integral Currents. Tristan Rivi`ere
• N eel and Cross-Tie Wall Energies for Planar Micromagnetic Con gurations
• A Lower-epiperimetric Inequality for Area Minimizing Surfaces .
• PARTIAL REGULARITY FOR HARMONIC MAPS, AND RELATED PROBLEMS
• This article appeared in a journal published by Elsevier. The attached copy is furnished to the author for internal non-commercial research
• Lipschitz conformal immersions from degenerating Riemann surfaces with L2
• arXiv:1106.4642v1[math.AP]23Jun2011 Asymptotic Analysis of Branched Willmore
• arXiv:1106.3780v1[math.AP]19Jun2011 Energy Quantization for Willmore Surfaces
• Angular Energy Quantization for Linear Elliptic Systems with Antisymmetric Potentials and Applications
• Sequences of Smooth Global Isothermic Immersions. Tristan Rivi`ere
• Energy Quantization for Willmore Surfaces and Applications
• Energy quantization for biharmonic maps Paul Laurain & Tristan Rivi`ere