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Luis Cristian Gutiérrez Frez

Profesor Asociado

INSTITUTO DE MATEMÁTICAS, FACULTAD DE CIENCIAS, UACH

Valdivia, Chile

Algebra. Representations of finite groups. Representations of finite dimensional Lie algebras.

Matemáticas, UNIVERSIDAD DE CHILE. Chile, 2006

Posición Postdoctoral Full Time

UNIVERSIDAD DE CHILE

de Ciencias

Santiago, Chile

2007 - 2008

Profesor Asociado Full Time

Universidad Austral de Chile

Valdivia, Chile

2010 - A la fecha

Dirección de Tesis de Postgrado:

Gabriela Miranda, Magister en Matemática. P. Universidad Católica de Valparaíso. Defensa Marzo 2018.
Director de Tesis Luis Gutiérrez Frez.

Marcela Cardoch, Magister en Matemática. P. Universidad Católica de Valparaíso. Defensa Marzo 2015.
Director de Tesis Luis Gutiérrez Frez.

Alejando Vidal, Magister en Matemática. P. Universidad Católica de Valparaíso. Defensa 2011.
Director de Tesis Luis Gutiérrez Frez y José Pantoja.

Antonio Morales, Magister en Matemática. P. Universidad Católica de Valparaíso. Defensa Marzo 2011.
Director de Tesis Luis Gutiérrez Frez y José Pantoja.

Dirección de Tesis de Pregrado

Alejandra Pérez, Licenciatura en Ciencias m. Matemáticas. Universidad Austral de Chile.
Patrocinante Luis Gutiérrez Frez y Co-patrocinante Luis Lomelí, Defensa Enero 2018.


Weil representations via abstract data and Heisenberg groups: A comparison Cruickshank J.; GutiÃ©rrez Frez L. Article ISI SCOPUS (2020)
Free 2-Step nilpotent Lie algebras and indecomposable representations L. Cagliero, L. Gutiérrez Frez Article COMMUNICATIONS IN ALGEBRA (2018)
Weil Representations of U(n,n)(F_q^2/F_q), q>3 odd, via presentation and Compatibility of Methods L. Gutiérrez Frez, A. Vera Gajardo Article COMMUNICATIONS IN ALGEBRA (2018)
Classification of finite dimensional uniserial representations of conformal Galilei algebras Leandro Cagliero, Luis Gutiérrez Frez and Fernando Szechman Article JOURNAL OF MATHEMATICAL PHYSICS (2016)
Construction of Primitive Representations of $U(1,1)(O)$ Gutiérrez Frez Luis Article JOURNAL OF LIE THEORY (2016)
Weil Representation of a Generalized Linear Group over a Ring of Truncated Polynomials over a Finite Field Endowed with a Second Class Involution Frez, LG; Pantoja, J Article ISI SCOPUS Symmetry, Integrability and Geometry: Methods and Applications (SIGMA) (2015)


On Generalized Weil Representations over Involutive Rings Gutierrez L.; Pantoja, J; Soto-Andrade, J ConferencePaper ISI DYNAMICS AND NUMBERS (2011)


Langlands Program and L-functions FONDEF (1171583) Proyecto 2017-2020 Coinvestigador(a)
Presentations and Representations of Generalized General linear Groups and Applications FONDEF (1120578) Proyecto 2012-2014 Coinvestigador(a)
Representations of generalized classical groups associated to p-adic and finite involutive ring FONDEF (11100309) Proyecto 2010-2012 Inv. Principal
Construction of the irreducible representations of some finite groups FONDECYT (3070042) Proyecto 2007-2008 Inv. Principal
Geometric Constructions of Group Representations FONDEF (1070246) Proyecto 2007-2009 Coinvestigador(a)

Luis Gutiérrez

Profesor Asociado

INSTITUTO DE MATEMÁTICAS, FACULTAD DE CIENCIAS, UACH

Valdivia, Chile

JORGE SOTO

Full Professor

MATHEMATICS

UNIVERSIDAD DE CHILE

Santiago, Chile

Luis Cristian Gutiérrez Frez

Líneas de Investigación

Educación

Matemáticas, UNIVERSIDAD DE CHILE. Chile, 2006

Experiencia Académica

Posición Postdoctoral Full Time

Experiencia Profesional

Profesor Asociado Full Time

Formación de Capital Humano

Article (6)

Weil representations via abstract data and Heisenberg groups: A comparison

Free 2-Step nilpotent Lie algebras and indecomposable representations

Weil Representations of U(n,n)(F_q^2/F_q), q>3 odd, via presentation and Compatibility of Methods

Classification of finite dimensional uniserial representations of conformal Galilei algebras

Construction of Primitive Representations of $U(1,1)(O)$

Weil Representation of a Generalized Linear Group over a Ring of Truncated Polynomials over a Finite Field Endowed with a Second Class Involution

ConferencePaper (1)

On Generalized Weil Representations over Involutive Rings

Proyecto (5)

Langlands Program and L-functions

Presentations and Representations of Generalized General linear Groups and Applications

Representations of generalized classical groups associated to p-adic and finite involutive ring

Construction of the irreducible representations of some finite groups

Geometric Constructions of Group Representations

Luis Gutiérrez

JORGE SOTO