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Gk-dimension Of 2 X 2 Generic Lie Matrices
(Kossuth Lajos TudomanyegyetemDebrecen, 2016)
Binomial D-modules
(Duke University Press, 2010-03)
We study quotients of the Weyl algebra by left ideals whose generators consist of an arbitrary Z d -graded binomial ideal I in C[∂1, . . . , ∂n] along with Euler operators de- fined by the grading and a parameter β ∈ C d ...
A new way to construct 1-singular Gelfand-Tsetlin modules
(Lugansk Taras Shevchenko National University, 2017-04)
We present a simplified way to construct the Gelfand-Tsetlin modules over gl(n,C) related to a 1-singular GT-tableau defined by Futorny, Grantcharov and Ramirez. We begin by reframing the classical construction of generic ...
Weight modules of quantized Weyl algebras
(International Press Boston, 2020-10)
We develop a general framework for studying relative weight representations for certain pairs consistingof an associative algebra and a commutative subalgebra. Using these tools we describe projective and simple weightmodules ...
The Gelfand-Kirillov conjecture and Gelfand-Tsetlin modules for finite W-algebras
(ACADEMIC PRESS INC ELSEVIER SCIENCE, 2010)
We address two problems with the structure and representation theory of finite W-algebras associated with general linear Lie algebras. Finite W-algebras can be defined using either Kostant`s Whittaker modules or a quantum ...
Simple and Low-Computational Losses Modeling for Efficiency Enhancement of Differential Inverters with High Accuracy at Different Modulation Schemes
(Institute of Electrical and Electronics Engineers Inc., 2022)
The modeling of losses at differential inverters is becoming crucial, especially for enhancing efficiency and reliability of their DC-DC modules. Losses modeling based on sinusoidal duty cycle, at line frequency FL, without ...
Generic parsing combinators
(1997)