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David Ricardo Plaza Muñoz

Assistant Professor

Universidad de Talca

Santiago, Chile

Representation theory; Algebraic combinatorics; Diagrams algebras

Licenciatura en Matematicas, PONTIFICIA UNIVERSIDAD CATOLICA DE VALPARAISO. Chile, 2009
Doctorado en Matematicas, UNIVERSIDAD DE TALCA. Chile, 2013

Instructor Part Time

Universidad de Talca

Talca, Chile

2012 - 2013
Teaching Assistant Part Time

Pontificia Universidad Católica de Valparaíso

Valparaiso, Chile

2007 - 2008
Postdoc Position Full Time

Universidad de Chile

Santiago, Chile

2013 - 2015
Assistant Professor Full Time

Universidad de Talca

Talca, Chile

2016 - A la fecha


The nil-blob algebra: An incarnation of type (A)over-tilde(1) Soergel calculus and of the truncated blob algebra Plaza, David; Ryom-Hansen, Steen Article ISI JOURNAL OF ALGEBRA (2021)
Type (C)over-tilde Temperley-Lieb algebra quotients and Catalan combinatorics Al Harbat, Sadek; Gonzalez, Camilo; Plaza, David Article ISI JOURNAL OF COMBINATORIAL THEORY SERIES A (2021)
Blob algebra approach to modular representation theory Libedinsky, Nicolas; Plaza, David Article ISI Proceedings of the London Mathematical Society (2020)
Blob algebra and two-color Soergel calculus Article ISI SCOPUS JOURNAL OF PURE AND APPLIED ALGEBRA (2019)
Diagrammatics for Kazhdan-Lusztig (R)over-tilde-polynomials Article ISI SCOPUS EUROPEAN JOURNAL OF COMBINATORICS (2019)
Categorification of a recursive formula for Kazhdan-Lusztig polynomials. David Plaza Article COMMUNICATIONS IN ALGEBRA (2016)
GRADED CELLULAR BASES FOR TEMPERLEY-LIEB ALGEBRAS OF TYPE A AND B. Plaza, David; Ryom-Hansen, Steen Article JOURNAL OF ALGEBRAIC COMBINATORICS (2014)
GRADED DECOMPOSITION NUMBERS FOR THE BLOB ALGEBRA. Plaza, David Article JOURNAL OF ALGEBRA (2013)
Graded cellularity and the monotonicity conjecture. David Plaza Article JOURNAL OF ALGEBRA (0)


GENERALIZED BLOB ALGEBRAS AND SOERGEL BIMODULES. FONDECYT (11160154) Proyecto 2016-2019 Inv. Responsable
Álgebras de blob y bimódulos de Soergel PAI (79150016) Proyecto 2016-2018 Inv. Principal
KAZHDAN-LUSZTIG POLYNOMIALS FOR GENERALIZED TEMPERLEY-LIEB ALGEBRAS FONDECYT (3140612) Proyecto 2013-2016 Inv. Responsable

Steen Ryom-Hansen

Associate Professor

UNIVERSIDAD DE TALCA

Talca, Chile

David Plaza

Assistant Professor

Universidad de Talca

Santiago, Chile

Camilo Gonzalez

Profesor Asistente

Departamento de Matemáticas

Universidad de Concepción

Concepción, Chile

David Ricardo Plaza Muñoz

Líneas de Investigación

Educación

Licenciatura en Matematicas, PONTIFICIA UNIVERSIDAD CATOLICA DE VALPARAISO. Chile, 2009

Doctorado en Matematicas, UNIVERSIDAD DE TALCA. Chile, 2013

Experiencia Profesional

Instructor Part Time

Teaching Assistant Part Time

Postdoc Position Full Time

Assistant Professor Full Time

Article (9)

The nil-blob algebra: An incarnation of type (A)over-tilde(1) Soergel calculus and of the truncated blob algebra

Type (C)over-tilde Temperley-Lieb algebra quotients and Catalan combinatorics

Blob algebra approach to modular representation theory

Blob algebra and two-color Soergel calculus

Diagrammatics for Kazhdan-Lusztig (R)over-tilde-polynomials

Categorification of a recursive formula for Kazhdan-Lusztig polynomials.

GRADED CELLULAR BASES FOR TEMPERLEY-LIEB ALGEBRAS OF TYPE A AND B.

GRADED DECOMPOSITION NUMBERS FOR THE BLOB ALGEBRA.

Graded cellularity and the monotonicity conjecture.

Proyecto (3)

GENERALIZED BLOB ALGEBRAS AND SOERGEL BIMODULES.

Álgebras de blob y bimódulos de Soergel

KAZHDAN-LUSZTIG POLYNOMIALS FOR GENERALIZED TEMPERLEY-LIEB ALGEBRAS

Steen Ryom-Hansen

David Plaza

Camilo Gonzalez