RDF/XML JSON-LD N3/Turtle RDF/JSON

Cabrera Padilla, María De Gádor Author

Open Access

A new approach on Lipschitz compact operators

  • Cabrera-Padilla M.
  • Jiménez-Vargas A.

Topology and its Applications - 15/4/2016

10.1016/j.topol.2015.12.072

Cite count: 4 (Web of Science) 3 (Scopus)
  • JCR Quartile: Q4 (2016)
  • SJR Quartile: Q3
  • JCR Impact Factor: 0.377 (2021)
  • Category normalized Impact: 0.636 (2016)
  • CiteScore: 1 (2020)
  • SJR: 0.49 (2016
  • SNIP: 0.981 (2016
  • JCR 5-year Impact Factor: 0.464
  • JCR Categories: MATHEMATICS, APPLIED
  • SJR Categories: Geometry and Topology (Q3)
Open Access

Duality for ideals of Lipschitz maps

  • Cabrera-Padilla M.
  • Chávez-Domínguez J.
  • Jiménez-Vargas A.
  • Villegas-Vallecillos M.

Banach Journal of Mathematical Analysis - 1/1/2017

10.1215/17358787-3764290

Cite count: 1 (Web of Science) 1 (Scopus)
  • JCR Quartile: Q3 (2017)
  • SJR Quartile: Q2
  • JCR Impact Factor: 0.625 (2021)
  • Category normalized Impact: 0.178 (2017)
  • CiteScore: 1.4 (2020)
  • SJR: 0.628 (2017
  • SNIP: 0.912 (2017
  • JCR 5-year Impact Factor: 0.781
  • JCR Categories: MATHEMATICS
  • SJR Categories: Algebra and Number Theory (Q2); Analysis (Q2)
Open Access

Lipschitz Grothendieck-integral operators

  • Cabrera-Padilla M.
  • Jiménez-Vargas A.

Banach Journal of Mathematical Analysis - 1/1/2015

10.15352/bjma/09-4-3

Cite count: 6 (Web of Science) 6 (Scopus)
  • JCR Quartile: Q2 (2015)
  • SJR Quartile: Q2
  • JCR Impact Factor: 0.8 (2021)
  • Category normalized Impact: 0.825 (2015)
  • CiteScore: 1.4 (2020)
  • SJR: 0.787 (2015
  • SNIP: 1.451 (2015
  • JCR 5-year Impact Factor: 0.887
  • JCR Categories: MATHEMATICS, APPLIED
  • SJR Categories: Algebra and Number Theory (Q2); Analysis (Q2)

Lipschitz tensor product

  • Cabrera-Padilla M.
  • Chavez-Domi?guez J.
  • Jime?ez-Vargas A.
  • Villegas-Vallecillos M.

Khayyam Journal of Mathematics - 1/1/2015

10.22034/kjm.2015.13165

Cite count: 8 (Scopus)
  • SJR Categories: Mathematics (miscellaneous)
Open Access

Maximal Banach ideals of Lipschitz maps

  • Cabrera-Padilla M.
  • Chávez-Domínguez J.
  • Jiménez-Vargas A.
  • Villegas-Vallecillos M.

Annals of Functional Analysis - 1/11/2016

10.1215/20088752-3661620

Cite count: 9 (Web of Science) 7 (Scopus)
  • JCR Quartile: Q3 (2016)
  • SJR Quartile: Q3
  • JCR Impact Factor: 0.477 (2021)
  • Category normalized Impact: 1.431 (2016)
  • CiteScore: 1.2 (2020)
  • SJR: 0.381 (2016
  • SNIP: 0.727 (2016
  • JCR 5-year Impact Factor: 0.559
  • JCR Categories: MATHEMATICS, APPLIED
  • SJR Categories: Control and Optimization (Q3); Analysis (Q4)

On Composition Ideals and Dual Ideals of Bounded Holomorphic Mappings

  • M. G. Cabrera-Padilla
  • A. Jiménez-Vargas
  • D. Ruiz-Casternado

Results in Mathematics - 1/06/2023

10.1007/s00025-023-01868-9

Cite count:
  • CiteScore: 2 (2021)
  • SJR: 0.74 (2021
  • SNIP: 1.321 (2021
Open Access

Topological reflexivity of isometries on algebras of C(Y)-valued Lipschitz maps

  • M.G. Cabrera-Padilla
  • A. Jiménez-Vargas

Journal of Mathematical Analysis and Applications - 1/08/2021

10.1016/j.jmaa.2021.125550

Cite count:
  • JCR Quartile: Q1 (2021)
  • CiteScore: 2.6 (2021)
  • SJR: 0.859 (2021
  • SNIP: 1.262 (2021

This author has no books, chapters or theses.

A Survey on Isometries Between Lipschitz Spaces

  • Cabrera-Padilla M.
  • Jiménez-Vargas A.
  • Villegas-Vallecillos M.

Springer Proceedings in Mathematics and Statistics - 1/1/2020

10.1007/978-3-030-35256-1_3

Cite count:
  • CiteScore: 0.5 (2020)
  • SJR: 0.203 (2020
  • SNIP: 0.326 (2020

This author has no patents.

This author has no reports or other types of publications.

Scopus: 3

Web of Science: 3

Scopus: 0

Web of Science: 0

Last data update: 6/3/23 6:34 AM
Next scheduled update: 6/10/23 3:00 AM