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Gentle introduction to Soergel bimodules I: the basics
(Springer, 2019)
This paper is an introduction to the fascinating world of Soergel bimodules and it should be accessible to a broad audience. We aim to help the reader feel comfortable with Soergel bimodules and to explain some of the ...
Eigenvalues of minimal Cantor systems
(European Mathematical Society Publishing House, 2019)
In this article we give necessary and sufficient conditions for a complex number to be a continuous eigenvalue of a minimal Cantor system. Similarly, for minimal Cantor systems of finite rank, we provide necessary and ...
Light leaves and Lusztig's conjecture
(Elsevier, 2015)
We define a map F with domain a certain subset of the set of light leaves (certain morphisms between Soergel bimodules introduced by the author in an earlier paper) and range the set of prime numbers. Using results of ...
Understanding of inverse proportional reasoning in pre-service teachers
(Corporación Universidad de la Costa, 2020)
Torsion points on theta divisors
(American Mathematical Society, 2017)
© 2016 American Mathematical Society. Using the irreducibility of a natural irreducible representation of the theta group of an ample line bundle on an abelian variety, we derive a bound for the number of n-torsion points ...
Spectral theory in a twisted groupoid setting: Spectral decompositions, localization and Fredholmness
(Universidad de Münster, 2020)
We study bounded operators defined in terms of the regular representations of the C*-algebra of an amenable, Hausdorff, second countable, locally compact groupoid endowed with a continuous 2-cocycle. We concentrate on ...
Dificultades en el aprendizaje de matemáticas
(Bogotá : Universidad de Ciencias Aplicadas y Ambientales, 2007, 2007-01)
El artículo corresponde a un avance de la investigación “Comprensión de lenguaje matemático por parte de es-tudiantes de primer semestre de Ingeniería Agronómica de la U.D.C.A al resolver problemas de matemáticas de ...
On Wigner transforms in infinite dimensions
(AMER INST PHYSICS, 2016)
We investigate the Schrodinger representations of certain infinite-dimensional Heisenberg groups, using their corresponding Wigner transforms.