Conference Talks
February
2025
MATRIX-MFO Tandem Workshop: Nonlinear Geometric Diffusion Equations, Oberwolfach
Inverse Mean Curvature Flow coming out of crystals [Details]
February
2025
2nd IMAG-OCAMI Joint Conference on Differential Geometry, IMAG, Granada
Differential Geometry meets IMAGe denoising. [Details]
January
2025
Winter School Variational & PDE's Methods in Geometric Analysis, La Sapienza, Rome
Lipschitz regularity for manifold-constrained ROF elliptic systems. [Details]
October
2024
Meeting of the Spanish "Nonlocal PDEs & Applications" Network, Valencia
REMAIN: REgularity up to the boundary for MAnifold-constrained ROF-INspired elliptic systems. [Details]
September
2024
Symmetry & Shape conference. Santiago de Compostela, USC
Shape enhancement on manifolds: regularity issues for the ROF model. [Details]
September
2024
Three days between Analysis & Geometry in Trento
Ricci Flow in a nutshell (4 h mini-course) [Details]
July
2024
Avances recientes en Geometría Diferencial, IV Encuentro RSME-SMM. Valencia
Avances en flujos no-locales tipo curvatura media en un ambiente esférico [Details]
July
2024
Sesión Geometría métrica y riemanniana III, IV Encuentro RSME-SMM. Valencia
Regularidad Lipschitz para sistemas elípticos de tipo ROF en variedades Hadamard [Details]
January
2024
Sesión especial de Análisis Geométrico, Congreso Bienal de la RSME. Pamplona,
¿Cómo definir un flujo por la curvatura media inversa para cristales? [Details]
September
2023
Workshop on Riemannian Geometry & Differential Operators, Univ. Jaume I
How to define an inverse mean curvature flow for crystals?
September
2023
Differential Geometry @L’Aquila 2023
p-capacitary potentials leading to weak solutions to the anisotropic (and crystalline) inverse mean curvature flow [Details]
June
2023
Summer School in Conformal Geometry & Non-Local Operators, IMAG Granada
Characterization of the subdifferential and minimizers for the anisotropic p-capacity [Details]
June
2023
Workshop on Riemannian Geometry & Differential Operators, Univ. Jaume I
The Quermassintegral Preserving Mean Curvature Flow in the sphere
March
2022
Encuentro de la Red Española de Análisis Geométrico. IMAG Granada
The Quermassintegral Preserving Mean Curvature Flow in the sphere [Details]
July
2018
Geometric PDEs in Freiburg 2018
Brownian motion on Perelman’s almost Ricci-flat manifold [Details]
June
2018
40 Colloquium about Differential Geometry in Southern Germany, Heidelberg.
Brownian motion on Perelman’s almost Ricci-flat manifold [Details]
June
2018
Geometric flows and Special Holonomy. Imperial College London.
Ricci Flow, non-negative curvatures & beyond. The ABC of Ricci Flow (2 talks) [Details]
May
2018
Geometric Analysis Workshop. ICMS, Edinburgh
Brownian motion on Perelman’s almost Ricci-flat manifold [Details]
November
2017
Women of Mathematics throughout Europe. Uni Magdeburg
Ricci flow before and beyond Perelman [Details]
November
2017
Workshop on Mean Curvature Flow and Ricci Flow. Fields Institute, Toronto.
Brownian motion on Perelman’s almost Ricci-flat manifold [Details]
September
2017
Workshop Geometric Analysis homage to Olga Gil-Medrano. Univ. Valencia
Ricci Flow beyond non-negative curvature conditions [Details]
April
2017
Young Women in Geometry. Max-Planck Institute for Mathematics, Bonn
Evolution equations in Geometry I,II y III (3 talks) [Details]
January
2017
Congreso Bienal de la RSME Zaragoza 2017 (plenary speaker)
The Ricci Flow on manifolds with almost non-negative curvature operator [Details]
October
2016
Conference Geometry, Groups and Topology 2016. KIT, Karlsruhe
The Ricci Flow on manifolds with almost non-negative curvature operator [Details]
September
2016
Encuentro de la Red Española de Análisis Geométrico. IMAG Granada
Variedades ANCO en movimiento [Details]
July
2016
Meeting on Analysis and Numerics in Curvature Energies, Uni Freiburg
The Ricci Flow on manifolds with almost non-negative curvature operator [Details]
January
2016
Geometric Flows and Related Topics Workshop. Queen Mary Univ., London
Almost “whatever” curvature conditions
September
2015
Geometric Flows and Riemannian Geometry. AIMS, San Jose, California
Almost non-negative curvature, what’s new? [Details]
July
2015
Summer School in Geometric Analysis, Northwestern Univ, Chicago
Mean Curvature Flow (mini-course of 4.5 h) [Details]
June
2015
Geometric Analysis, free boundary problems and measure theory. MPI Leipzig
Almost non-negative curvature, what’s new? [Details]
March
2015
X Workshop on Differential Geometry. Maceió (Brazil)
Averaging holonomy and curvature on manifolds with lower curvature bounds [Details]
July
2014
37 Colloquium about Differential Geometry in Southern Germany. Uni Ulm
A generalization of Gromov’s almost flat manifold theorem
December
2014
Topics on Geometric Analysis. Uni Potsdam
“Whatever”-preserving curvature flows: what’s new? [Details]
December
2013
Geometry Day. IMAG Granada
A generalization of Gromov’s almost flat manifold theorem [Details]
October
2013
Encuentro de investigadores de la REAG. IMAG Granada
Una generalización del teorema de Gromov sobre variedades casi llanas [Details]
September
2013
Geometric Analysis Seminar GAS-UV13
On a generalization of Gromov´s theorem on nilmanifolds [Details]
September
2012
Workshop on Geometric Flows and Geometric Structures. Univ. Valencia
A generalization of Gromov’s almost flat manifold theorem [Details]
March
2012
Workshop on Geometric Analysis. Goethe-Universität Frankfurt
Ricci Flow with nonnegative complex sectional curvature
November
2011
2nd European Young & Mobile Workshop on Geometric Analysis & PDE. Granada
How to produce a Ricci Flow via Cheeger-Gromoll exhaustion [Details]
September
2011
Conference on Geometric Evolution Equations. Uni Konstanz
How to produce a Ricci Flow via Cheeger-Gromoll exhaustion [Details]
July
2011
Workshop on Curvature and Global Shape. Uni Münster
How to produce a Ricci Flow via Cheeger-Gromoll exhaustion [Details]
June
2011
Geometric Analysis Seminar GAS-UV11
Gradient Ricci solitons lighting up Harnack inequalities [Details]
June
2011
Workshop on Geometric Flows. HIM, Bonn.
Gradient Ricci solitons lighting up Harnack inequalities
April
2011
Ricci Solitons Days in Pisa 2011. CRM Ennio De Giorgi
Canonical solitons as generators of Harnack inequalities [Details]
November
2010
2nd Northern German Differential Geometry Day. Leibniz Uni Hannover
Giving a geometric explanation of some Ricci Flow foundations [Details]
November
2010
Symposia on Analysis of Geometric Evolution SAGE. Univ of Texas (Austin)
Optimal transport as a source of intuition for the Ricci flow [Details]
March
2010
Yorkshire and Durham Geometry Day. Univ of Leeds
How to discover canonical solitons (and their applications to Ricci flow)
December
2009
Geometric Analysis Seminar GAS-UV-09
“Ricciflowing” space-time (or how to construct Canonical Ricci Solitons) [Details]
September
2009
Taller de Análisis Geométrico 2009. UCM Madrid
Tendiendo puentes entre el Flujo de Ricci y el Transporte Óptimo [Details]
June
2009
Workshop Geometric Flows and Geometric Operators GFO in Pisa
How to apply optimal transport to build up Ricci solitons (and beyond) [Details]
May
2009
Geometric Flows and Geometric Operators in collab. with INdAM. CRM Pisa
Ricci solitons on space-time [Details]
December
2008
South West Regional PDE Winter School. University of Oxford
Behaviour of spherical and cylindrical hypersurfaces under constrained motion by mean curvature [Details]
April
2008
Advanced Workshop on Geometric Evolution Equations. CRM Montreal
Volume-preserving mean curvature Flow in the Hyperbolic Space (and beyond) [Details]
March
2008
Advanced Course on Geometric Flows and Hyperbolic Geometry. CRM Bellaterra
Volume-preserving evolution of convex and cylindrical shapes by their mean curvature
June
2007
Escuela Avanzada sobre la conjetura de Poincaré. Univ de Granada
Flujo de Ricci (curso de 12 horas) [Details]
August
2006
International Conference on Global Differential Geometry. WWU Münster
Volume-preserving mean curvature Flow in the Hyperbolic Space
February
2005
Primer Congreso Conjunto RSME-SCM-SEIO-SEMA MAT.ES. Univ Valencia
Novedades relativas al método de Perelman para la resolución de las conjeturas de Poincaré y Thurston. [Details]