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DURAND CARTAGENA, ESTIBALITZ

Matemática Aplicada I / Universidad Nacional de Educación a Distancia

Publications

Pointwise semi-Lipschitz functions and Banach–Stone theorems

  • Francisco,V.M.
  • Durand-Cartagena,E.
  • Jaramillo,J.Á.

Studia Mathematica (p. 105-144) - 2025

Editor: Institute of Mathematics. Polish Academy of Sciences

10.4064/sm240914-30-5 View at source

  • ISSN/ISBN 1730-6337

CONNECTIONS BETWEEN METRIC DIFFERENTIABILITY AND RECTIFIABILITY

  • Caamaño, I.
  • Durand-Cartagena, E.
  • Jaramillo, J.Á.
  • Prieto, Á.
  • Soultanis, E.

Proceedings of the American Mathematical Society (p. 2075-2088) - 1/05/2025

Editor: American Mathematical Society

10.1090/proc/17123 View at source

  • ISSN/ISBN 1088-6826

The least doubling constant of a path graph

  • Durand-Cartagena, E.
  • Soria, J.
  • Tradacete, P.

Kyoto Journal of Mathematics (p. 217-243) - 1/02/2025

Editor: Duke University Press

10.1215/21562261-2024-0014 View at source

  • ISSN/ISBN 2156-2261

Doubling constants and spectral theory on graphs

  • Durand-Cartagena, E.
  • Soria, J.
  • Tradacete, P.

Discrete Mathematics - 1/06/2023

Editor: Elsevier B.V.

10.1016/j.disc.2023.113354 View at source

  • ISSN/ISBN 0012-365X

Equivalence of two BV classes of functions in metric spaces, and existence of a Semmes family of curves under a 1-Poincaré inequality

  • Durand-Cartagena, E.
  • Eriksson-Bique, S.
  • Korte, R.
  • Shanmugalingam, N.

Advances in Calculus of Variations (p. 231-245) - 1/04/2021

Editor: De Gruyter Open Ltd

10.1515/acv-2018-0056 View at source

  • ISSN/ISBN 1864-8266

Corrigendum: Pointwise Lipschitz functions on metric spaces [J. Math. Anal. Appl. 363 (2010) 525–548] (ournal of Mathematical Analysis and Applications (2010) 363(2) (525–548), (S0022247X0900780X), (10.1016/j.jmaa.2009.09.039))

  • Durand-Cartagena, E.
  • Jaramillo, J.A.

Journal of Mathematical Analysis and Applications - 15/10/2020

Editor: Academic Press Inc.

10.1016/j.jmaa.2020.124331 View at source

  • ISSN/ISBN 1096-0813

Sierpinski-type fractals are differentiably trivial

  • Durand-Cartagena, E.
  • Gong, J.
  • Jaramillo, J.A.

Annales Academiae Scientiarum Fennicae Mathematica (p. 635-655) - 2019

Editor: Finnish Academy of Science and Letters

10.5186/aasfm.2019.4460 View at source

  • ISSN/ISBN 1798-2383

Self-contracted curves are gradient flows of convex functions

  • Durand-Cartagena, E.
  • Lemenant, A.

Proceedings of the American Mathematical Society (p. 2517-2531) - 2019

Editor: American Mathematical Society

10.1090/proc/14407 View at source

  • ISSN/ISBN 1088-6826

Metric and Geometric Relaxations of Self-Contracted Curves

  • Daniilidis, A.
  • Deville, R.
  • Durand-Cartagena, E.

Journal of Optimization Theory and Applications (p. 81-109) - 1/07/2019

Editor: Springer New York LLC

10.1007/s10957-018-1408-0 View at source

  • ISSN/ISBN 1573-2878

Existence and uniqueness of ∞ -harmonic functions under assumption of ∞ -Poincaré inequality

  • Durand-Cartagena, E.
  • Jaramillo, J.A.
  • Shanmugalingam, N.

Mathematische Annalen (p. 881-906) - 1/06/2019

Editor: Springer New York LLC

10.1007/s00208-018-1747-z View at source

  • ISSN/ISBN 0025-5831

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Last data update: 8/13/26 9:31 AM