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Sardon Muñoz, Maria Cristina mariacristina.sardon@upm.es

MATEMÁTICA APLICADA A LA INGENIERÍA INDUSTRIAL / Universidad Politécnica de Madrid

Publications

Geometry-Preserving Numerical Methods for Physical Systems with Finite-Dimensional Lie Algebras

  • Blanco, L
  • Jiménez, F
  • de Lucas, J
  • Sardón, C

Journal Of Nonlinear Science - 1/2/2024

10.1007/s00332-023-10000-8 View at source

  • ISSN 09388974

Geometric Numerical Methods for Lie Systems and Their Application in Optimal Control

  • Díaz, LB
  • Sardón, C
  • Alburquerque, FJ
  • de Lucas, J

Symmetry-Basel - 1/6/2023

10.3390/sym15061285 View at source

  • ISSN 20738994

Quantum quasi-Lie systems: properties and applications

  • Carinena, JF
  • de Lucas, J
  • Sardon, C

European Physical Journal Plus - 1/4/2023

10.1140/epjp/s13360-023-03883-9 View at source

  • ISSN 21905444

Time-Dependent Hamiltonian Mechanics on a Locally Conformal Symplectic Manifold

  • Zajac, M
  • Sardon, C
  • Ragnisco, O

Symmetry-Basel - 1/4/2023

10.3390/sym15040843 View at source

  • ISSN 20738994

Implicit contact dynamics and Hamilton-Jacobi theory

  • Esen, O
  • Valcázar, ML
  • de León, M
  • Sardón, C

Differential Geometry And Its Applications - 1/10/2023

10.1016/j.difgeo.2023.102030 View at source

  • ISSN 09262245

On locally conformally cosymplectic Hamiltonian dynamics and Hamilton-Jacobi theory

  • Atesli, B
  • Esen, O
  • de León, M
  • Sardón, C

Journal Of Physics A-Mathematical And Theoretical - 6/1/2023

10.1088/1751-8121/acafb2 View at source

  • ISSN 17518113

Decomposing Euler–Poincaré Flow on the Space of Hamiltonian Vector Fields

  • Esen, O
  • De Lucas, J
  • Muñoz, CS
  • Zajac, M

Symmetry-Basel - 1/1/2023

10.3390/sym15010023 View at source

  • ISSN 20738994

A generalization of a SIS epidemic model with fluctuations

  • Esen, Ogul
  • Fernandez-Saiz, Eduardo
  • Sardon, Cristina
  • Zajac, Marcin;

Mathematical Methods In The Applied Sciences (p. 3718-3731) - 15/5/2022

10.1002/mma.8013 View at source

  • ISSN 01704214

Reviewing the geometric Hamilton-Jacobi theory concerning Jacobi and Leibniz identities

  • Esen, O.
  • de Leon, M.
  • Lainz, M.
  • Sardon, C.
  • Zajac, M.;

Journal Of Physics A-Mathematical And Theoretical - 1/1/2022

10.1088/1751-8121/ac901a View at source

  • ISSN 17518113

Hamilton-Jacobi formalism on locally conformally symplectic manifolds

  • Esen O
  • De León M
  • Sardón C
  • Zajşc M

Journal Of Mathematical Physics - 1/3/2021

10.1063/5.0021790 View at source

  • ISSN 00222488

A Guide to Lie Systems with Compatible Geometric Structures

  • SARDON MUÑOZ, MARIA CRISTINA

1/2/2020

  • iMarina

This researcher has no book chapters.

Hamilton--Jacobi theory on conformal multisymplectic

  • SARDON MUÑOZ, MARIA CRISTINA

11/9/2020

  • iMarina

Lie Hamilton system and their role in the current COVID pandemic

  • SARDON MUÑOZ, MARIA CRISTINA

28/8/2020

  • iMarina

Hamilton-Jacobi theory on conformal multisymplectic manifolds

  • SARDON MUÑOZ, MARIA CRISTINA

15/7/2020

  • iMarina

Lie--Hamiltonian systems in SIS pandemic model

  • SARDON MUÑOZ, MARIA CRISTINA

30/6/2020

  • iMarina

Understanding the coronavirus and mathematics

  • SARDON MUÑOZ, MARIA CRISTINA (Entrevistado o mencionado)

11/3/2020

  • iMarina

A geometric Hamilton-Jacobi theory on a Nambu-Jacobi manifold

  • De León M
  • Sardón C

International Journal Of Geometric Methods In Modern Physics - 1/2/2019

10.1142/s0219887819400073 View at source

  • ISSN 02198878

This researcher has no working papers.

This researcher has no technical reports.

Educación matemática a través de la danza: Coreografías STEM

  • LOPEZ GONZALEZ, M. DOLORES (Coordinador/a)

Period: 02-07-2021 - 20-06-2022

Type of funding: National

  • iMarina

This researcher has no supervised thesis.

This researcher has no patents or software licenses.

Last data update: 8/28/24 9:31 AM