Elduque Laburta, Eva eva.elduque@uam.es

Publications

Mixed Hodge Structures on Alexander Modules

  • Elduque, Eva
  • Geske, Christian
  • Cueto, Moises Herradoen
  • Maxim, Laurentiu G
  • Maxim, Laurentiu G
  • Wang, Botong

Memoirs Of The American Mathematical Society (p. 1-128) - 1/4/2024

10.1090/memo/1479 View at source

  • ISSN 00659266

Vanishing of higher order Alexander-type invariants of plane curves

  • Cogolludo-Agustin, J.I.
  • Elduque, E.

Mathematische Nachrichten (p. 1026-1040) - 7/1/2023

10.1002/mana.202100610 View at source

  • ISSN 0025584X

Eigenspace Decomposition of Mixed Hodge Structures on Alexander Modules

  • Elduque, E.
  • Herradon Cueto, M.;

International Mathematics Research Notices (p. 14890-14928) - 10/9/2022

10.1093/imrn/rnac241 View at source

  • ISSN 10737928

Hodge theory on Alexander invariants – A survey

  • Elduque E
  • Geske C
  • Herradón Cueto M
  • Maxim L
  • Wang B

TOPOLOGY AND ITS APPLICATIONS - 15/5/2022

10.1016/j.topol.2021.107981 View at source

  • ISSN 01668641

Alexander modules, Mellin transformation and variations of mixed Hodge structures

  • Elduque, E.
  • Herradón Cueto, M.
  • Maxim, L.
  • Wang, B.

Advances In Mathematics - 24/12/2022

10.1016/j.aim.2022.108798 View at source

  • ISSN 00018708

Twisted Alexander modules of hyperplane arrangement complements

  • Eva Elduque Laburta

Revista De La Real Academia De Ciencias Exactas Fisicas Y Naturales Serie A-Matematicas - 1/4/2021

10.1007/s13398-021-01008-4 View at source

  • ISSN 15787303

On a conjecture of Teissier: the case of log canonical thresholds

  • Elduque, E.
  • Mustata, M.;

Sbornik Mathematics (p. 433-448) - 1/3/2021

10.1070/sm9442 View at source

  • ISSN 10645616

Higher-Order Degrees of Affine Plane Curve Complements

  • Elduque, Eva
  • Maxim, Laurentiu;

Indiana University Mathematics Journal (p. 179-211) - 1/1/2021

  • ISSN 00222518
  • iMarina

ON THE SIGNED EULER CHARACTERISTIC PROPERTY FOR SUBVARIETIES OF ABELIAN VARIETIES

  • Elduque, Eva
  • Geske, Christian
  • Maxim, Laurentiu;

Journal of Singularities (p. 368-387) - 1/1/2018

10.5427/jsing.2018.17p View at source

  • ISSN 19492006

El problema de \doblar y un solo corte\

  • Eva Elduque Laburta

Matgazine (p. 33-57) - 1/1/2011

  • ISSN 2174503X
  • iMarina

This researcher has no books.

This researcher has no book chapters.

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DOTACIÓN ADICIONAL RAMÓN Y CAJAL - EVA ELDUQUE LABURTA

  • ELDUQUE LABURTA, EVA (Investigador principal (IP))

Period: 01-12-2022 - 30-11-2025

Type of funding: National

Amount of funding: 42000,00 Euros.

  • iMarina

This researcher has no supervised thesis.

This researcher has no patents or software licenses.

Last data update: 7/30/24 1:25 AM