Publicacions en revistes

• Energy spectrum of a constrained quantum particle and the Willmore energy of the constraining surface

  Vicent Gimeno Garcia, Steen Markvorsen. Advances in Theoretical and Mathematical Physics . Num. 8. Vol. 27. pp. 2499-2517. 2024. Científic.

• On Doyle-Grigor’yan criterion for non-parabolicity (Epub ahead of print)

  G. Pacelli Bessa, Vicent Gimeno Garcia, Leandro F. Pessoa, Alberto G. Setti. PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY . Vol. 152. pp. 2697-2700. 2024. Científic.

• Parabolicity of Invariant Surfaces

  Andrea Del Prete, Vicent Gimeno Garcia. JOURNAL OF GEOMETRIC ANALYSIS. Num. 4. Vol. 34. pp. 1-15. 2024. Científic.

• A Gaussian kernel for Kendall’s space of m-D shapes

  Vicent Gimeno Garcia, José Joaquín Gual Arnau, María Victoria Ibáñez Gual, Amelia Simó Vidal. PATTERN RECOGNITION . Vol. 144. pp. 1-9. 2023. Científic.

• No-go theorems for photon state transformations in quantum linear optics

  Pablo V Parellada, Vicent Gimeno Garcia, Julio José Moyano Fernández, Juan Carlos García Escartin. RESULTS IN PHYSICS. Vol. 54. pp. 1-9. 2023. Científic.

• Archetypal Curves in the Shape and Size Space: Discovering the Salient Features of Curved Big Data by Representative Extremes

  Irene Epifanio López, Vicent Gimeno Garcia, José Joaquín Gual Arnau, María Victoria Ibáñez Gual. LA MATEMATICA: OFFICIAL JOURNAL OF THE ASSOCIATION FOR WOMEN IN MATHEMATICS. Num. 3. Vol. 2. pp. 635-658. 2023. Científic.

• QOptCraft: A Python package for the design and study of linear optical quantum systems

  Daniel Gómez Aguado, Vicent Gimeno García, Julio José Moyano Fernández, Juan Carlos García Escartin. COMPUTER PHYSICS COMMUNICATIONS . Vol. 282. pp. 1-18. 2023. Científic.

• The spectrum of the Laplacian and volume growth of proper minimal submanifolds

  G. Pacelli Bessa, Vicent Gimeno Garcia, Panagiotis Polymerakis. MATHEMATISCHE ZEITSCHRIFT . Num. 3. Vol. 301. pp. 2761-2770. 2022. Científic.

• First eigenvalue of the Laplacian of a geodesic ball and area-based symmetrization of its metric tensor

  Vicent Gimeno García, Erik Sarrión Pedralva. Journal of Mathematical Inequalities. Num. 1. Vol. 16. pp. 371-391. 2022. Científic.

• Optimal approximation to unitary quantum operators with linear optics

  Juan Carlos García Escartin, Vicent Gimeno García, Julio José Moyano Fernández. QUANTUM INFORMATION PROCESSING. Num. 9. Vol. 20. pp. 1-18. 2021. Científic.

• A New Geometric Metric in the Shape and Size Space of Curves in Rn

  Irene Epifanio López, Vicent Gimeno Garcia, José Joaquín Gual Arnau, María Victoria Ibáñez Gual. MATHEMATICS. Num. 10. Vol. 8. 2020. Científic.

• Lower bounds for the volume with upper bounds for the Ricci Curvature in dimension three

  Vicent Gimeno Garcia. BULLETIN OF THE LONDON MATHEMATICAL SOCIETY . Num. 1. Vol. 53. pp. 194-203. 2021. Científic.

• Method to determine which quantum operations can be realized with linear optics with a constructive implementation recipe

  JuanCarlos Garcia-Escartin, Vicent Gimeno Garcia, Julio Jose Moyano Fernández. PHYSICAL REVIEW A. Num. 2. Vol. 100. 2020. Científic.

• Generalized partially linear models on Riemannian manifolds

  Amelia Simó Vidal, María Victoria Ibáñez Gual, Irene Epifanio López, Vicent Gimeno Garcia. JOURNAL OF THE ROYAL STATISTICAL SOCIETY SERIES C-APPLIED STATISTICS . Num. 3. Vol. 69. pp. 641-661. 2020. Científic.

• Green functions and the Dirichlet spectrum

  Pacelli Bessa, Vicent Gimeno Garcia, Luquesio Jorge. REVISTA MATEMATICA IBEROAMERICANA . Num. 1. Vol. 36. pp. 1-36. 2020. Científic.

• A lower bound for the area of Plateau foams

  Vicent Gimeno Garcia, Steen Markvorsen, José Martínez Sotoca. JOURNAL OF INEQUALITIES AND APPLICATIONS. Num. 1. Vol. 2020. 2020. Científic.

• Mean curvature of hypersurfaces in Killing submersions with bounded shadow

  Vicent Gimeno Garcia. MATHEMATISCHE NACHRICHTEN. Num. 4. Vol. 293. pp. 701-720. 2020. Científic.

• Parabolicity, Brownian Exit Time and Properness of Solitons of the Direct and Inverse Mean Curvature Flow

  Vicent Gimeno Garcia, Vicente José Palmer Andreu. JOURNAL OF GEOMETRIC ANALYSIS. Vol. 31. pp. 579-618. 2021. Científic.

• Multiple photon effective Hamiltonians in linear quantum optical networks

  Juan Carlos Garcia-Escartin, Vicent Gimeno Garcia, Julio Jose Moyano Fernández. OPTICS COMMUNICATIONS . Vol. 430. pp. 434-439. 2019. Científic.

• Asymptotically Extrinsic Tamed Submanifolds

  G. Pacelli Bessa, Vicent Gimeno Garcia, Vicente José Palmer Andreu. JOURNAL OF GEOMETRIC ANALYSIS. Num. 1. Vol. 28. pp. 448-475. 2018. Científic.

• Upper bounds for the Poincaré recurrence time in quantum mixed states

  Vicent Gimeno Garcia, José Martínez Sotoca. Journal of Physics A-Mathematical and Theoretical . Num. 18. Vol. 50. pp. 1-21. 2017. Científic.

• Mean curvature, volume and properness of isometric immersions

  Vicent Gimeno Garcia, Vicente José Palmer Andreu. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY . Num. 6. Vol. 369. pp. 4347-4366. 2017. Científic.

• On the total curvature and extrinsic area growth of surfaces with tamed second fundamental form

  C.M. Brandäo, Vicent Gimeno Garcia. DIFFERENTIAL GEOMETRY AND ITS APPLICATIONS . Vol. 47 . pp. 57-78. 2016. Científic.

• Conformal type of ends of revolution in space forms of constant sectional curvature

  Vicent Gimeno Garcia, I. Gozalbo. ANNALS OF GLOBAL ANALYSIS AND GEOMETRY . Num. 2. Vol. 49 . pp. 143-164. 2016. Científic.

• Isoperimetric inequalities for submanifolds. Jellett-Minkowski's formula revisited

  Vicent Gimeno Garcia. PROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY. Num. Part: 3. Vol. 110 . pp. 593-614. 2015. Científic.

• Ends, fundamenta tones, and capacities of minimal submanifolds via extrinsic comparison theory

  Vicent Gimeno Garcia, S. Markvorsen. POTENTIAL ANALYSIS. Num. 4. Vol. 42 . pp. 749-774. 2015. Científic.

• Volume Growth, Number of Ends, and the Topology of a Complete Submanifold

  Vicent Gimeno Garcia, Vicente José Palmer Andreu. JOURNAL OF GEOMETRIC ANALYSIS. Num. 3. Vol. 24 . pp. 1346-1367. 2014. Científic.

• On the Fundamental Tone of Minimal Submanifolds with Controlled Extrinsic curvature

  Vicent Gimeno Garcia. POTENTIAL ANALYSIS. Num. 3. Vol. 40 . pp. 267-278. 2014. Científic.

• Volume Growth of Submanifolds and the Cheeger Isoperimetric Constant

  Vicent Gimeno Garcia, Vicente José Palmer Andreu. PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY . Num. 10. Vol. 141 . pp. 3639-3650. 2013. Científic.

• Geometric approach to non-relativistic quantum dynamics of mixed states

  Vicent Gimeno Garcia, José Martínez Sotoca. JOURNAL OF MATHEMATICAL PHYSICS . Num. 5 (54) Article Number: 052108. pp. 1-12. 2013. Científic.

• Extrinsic isoperimetry and compactification of minimal surfaces in Euclidean and hyperbolic spaces

  Vicent Gimeno Garcia, Vicente José Palmer Andreu. ISRAEL JOURNAL OF MATHEMATICS. Num. 2. Vol. 194 . pp. 539-553. 2013. Científic.

Aportacions a congressos

• Generalized partially linear models on Riemannian manifolds

  Amelia Simó Vidal, María Victoria Ibáñez Gual, Irene Epifanio López, Vicent Gimeno Garcia. XVII Conferencia Española y VII Encuentro Iberoamericano de Biometría (CEB-EIB 2019). València (Espanya). 19-06-2019. Científic. 2019. Ed. Autoeditado por Comité congreso. Libro de Resúmenes de la XVII Conferencia Española y VII Encuentro Iberoamericano de Biometría (CEB-EIB 2019). ISBN 9788409117062.

• Generealized partially linear models to predict the goodness of a child garment fit

  Amelia Simó Vidal, María Victoria Ibáñez Gual, Irene Epifanio López, Vicent Gimeno Garcia. 5th Stochastic Modeling Techniques and Data Analysis International Conference (SMTDA 2018). Chania, Creta (Grècia). 12-06-2018. Científic. 2018. Ed. International Society for the Advancement of Science and Technology (ISAST). Book of Abstracts 5th Stochastic Modeling Techniques and Data Analysis International Conference with Demographics Workshop (SMTDA2018). ISBN 9786185180270.

Direcció de tesis

• Moment Spectrum and First Dirichlet Eigenvalue of Geodesic Balls in Riemannian Manifolds

  Autoria: Sarrión Pedralva, Erik. Institució: Universitat Jaume I (Espanya). Data lectura: 17/02/23. Direcció: Vicent Gimeno Garcia, Vicente José Palmer Andreu.

Altres congressos

• Topogonov Theorem and Quantum Optics

  Vicent Gimeno García. Symmetry and shape. Santiago de Compostela (Espanya). 15-10-2021. Científic. 2021.

• From Neumann to Dirichlet via Supersymmetry

  Vicent Gimeno Garcia. XI Workshop de Análise Geométrica. Fortaleza (Brasil). 25-04-2018. Científic. 2018.

• Parabolic or non parabolic? New tricks to answer this question for solitons of the MCF and for solitons of the IMCF

  Vicent Gimeno Garcia. The third Japanese-Spanish workshop on Differential Geometry. Madrid (Espanya). 18-09-2017. Científic. 2017.

• The effective Hamiltonian for multiple photon evolution in linear quantum optical networks

  Vicent Gimeno Garcia. 6th International Workshop on New Challenges in Quantum Mechanics: Integrability and Supersymmetry. Valladolid (Espanya). 27-06-2017. Científic. 2017.

• Ends of Submanifolds with Tamed Second Fundamental Form

  Vicent Gimeno Garcia. IV Encuentro conjunto RSME-SMM. Valladolid (Espanya). 22-06-2017. Científic. 2017.

• Mean Exit Time and Spectrum in Riemannian Submersions

  Vicent Gimeno Garcia. IV Encuentro conjunto RSME-SMM. Valladolid (Espanya). 22-06-2017. Científic. 2017.

• Subvariedades con segunda forma fundamental domada

  Vicent Gimeno Garcia. Taller de Jóvenes Investigadores de la Red Española de Análisis Geométrico. Granada (Espanya). 27-09-2016. Científic. 2016.

• Estimando el espectro de Dirichlet mediante el promedio y la varianza del tiempo de salida

  Vicent Gimeno Garcia. I Coloquio de Geometría en el Sur + Este. Murcia (Espanya). 20-06-2016. Científic. 2016.

• Counting Symmetries of a quantum system via a geometric approach (Abstract)

  Vicent Gimeno Garcia. XXIIIth International Conference on Integrable Systems and Quantum Symmetries (ISQS-23). Praga. 22-06-2015. Científic. 2015.

Conferències impartides

• Counting Enfs of Minimal Submanifolds via Electrostatic and Heat Kernel

  Vicent Gimeno Garcia. Technical University of Denmark. 13-08-2014.

Comités de congresos

• V Congreso de Jóvenes Investigadores Real Sociedad Matemática Española (RSME 2020). Castelló (Espanya). 27-01-2020. Comité organitzador. Científic.