Post Doc., UNED

Email: edurand AT ind.uned.es

Available papers (16):

[plain text]

• E. Durand-Cartagena - S. Eriksson-Bique - R. Korte - N. Shanmugalingam (Accepted Paper: Advances in Calculus of Variations)
  Equivalence of two BV classes of functions in metric spaces, and existence of a Semmes family of curves under a $1$-Poincaré inequality (2019)
• A. Daniilidis - R. Deville - E. Durand-Cartagena - L. Rifford (J. Math. Anal. Appl.)
  Self contracted curves in Riemannian manifolds (2018)
• E. Durand-Cartagena - J. Gong - J. Á. Jaramillo (Preprint)
  Sierpinski-type fractals are differentiably trivial (2018)
• E. Durand-Cartagena - A. Lemenant (Preprint: Proc. AMS)
  Self-contracted curves are gradient flows of convex functions (2018)
• A. Daniilidis - R. Deville - E. Durand-Cartagena (Preprint)
  Metric and geometric relaxations of self-contracted curves (2018)
• E. Durand-Cartagena - J. Á. Jaramillo - N. Shanmugalingam (Accepted Paper: Mathematische Annalen)
  Existence and uniqueness of $\infty$-harmonic functions under assumption of $\infty$-Poincaré inequality (2018)
• E. Durand-Cartagena - X. Li (Ann. Ac. Sci. Fen. Math)
  Preservation of bounded geometry under sphericalization and flattening: quasiconvexity and $\infty$-Poincaré inequality (2017)
• E. Durand-Cartagena - J. Á. Jaramillo - N. Shanmugalingam (Pub. Mat.)
  Geometric characterizations of $p$-Poincaré inequalities (2016)
• E. Durand-Cartagena - X. Li (Illinois Journal of Mathematics)
  Preservation of $p$-Poincaré inequality for large $p$ under sphericalization and flattening (2015)
• A. Daniilidis - G. David - E. Durand-Cartagena - A. Lemenant (Journal of Geometric Analysis)
  Rectifiability of Self-contracted curves in the euclidean space and applications (2015)
• E. Durand-Cartagena - J. Á. Jaramillo - N. Shanmugalingam (Ann. Ac. Sci. Fen. Math. )
  First order Poincaré inequalities in metric measure spaces (2013)
• E. Durand-Cartagena - N. Shanmugalingam - A. Williams (Math. Z. )
  $p$-Poincaré inequality vs. infinity-Poincaré inequality; some counter-examples (2012)
• E. Durand-Cartagena - J. Tyson (Indiana Univ. Math. J.)
  Rectifiable curves in Sierpinski carpets (2011)
• E. Durand-Cartagena - A. Lemenant (Ann. Ac. Sci. Fen. Math. )
  Some Stability results under domain variation for Neumann problems in metric spaces (2010)
• L. Ambrosio - E. Durand-Cartagena (Preprint)
  Stepanov's Theorem in Wiener spaces (2010)
• L. Ambrosio - E. Durand-Cartagena (Rend. Circ. Mat. Palermo )
  Metric differentiability of Lipschitz maps defined on Wiener spaces (2009)

Organizer:

• 1 apr 2015 - 30 jun 2015: Trimester "Analysis and Geometry in Metric Spaces" in Madrid