Year of publication
Subject
Type of material
Licence
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Frobenius Heisenberg categorification
Free accessArXiv | 2018|$. These categories, which categorify a broad range of lattice Heisenberg algebras, recover many previously defined Heisenberg categories as ... -
Note on Heisenberg Characters of Heisenberg Groups
Free accessDOAJ | 2018|An irreducible character χ of a group G is called a Heisenberg character, if Kerχ ⊇ [G,[G,G]]. In this paper, the Heisenberg characters of ...Keywords: Heisenberg character, Heisenberg group -
Non-Hermitian Heisenberg representation
Free accessArXiv | 2015|analogous non-Hermitian version of quantum mechanics in its Heisenberg representation. ... -
Twisted Heisenberg Doubles
Online Contents | 2015|Abstract We introduce a twisted version of the Heisenberg double, constructed from a twisted Hopf algebra and a twisted pairing. We state a ... -
Twisted Heisenberg Doubles
Online Contents | 2015|Abstract We introduce a twisted version of the Heisenberg double, constructed from a twisted Hopf algebra and a twisted pairing. We state a ... -
Twisted Heisenberg Doubles
Springer Verlag | 2015|Abstract We introduce a twisted version of the Heisenberg double, constructed from a twisted Hopf algebra and ... -
Twisted Heisenberg doubles
Free accessArXiv | 2014|We introduce a twisted version of the Heisenberg double, constructed from a twisted Hopf algebra and a twisted Hopf pairing. We state a ... -
Bounded spherical functions and Heisenberg inequality on quaternionic Heisenberg group
Springer Verlag | 2022|In this paper, we will construct the bounded spherical functions of the quaternionic Heisenberg group
...Keywords: Quaternionic Heisenberg group, Heisenberg inequality -
Quantum Frobenius Heisenberg categorification
Free accessArXiv | 2020|We associate a diagrammatic monoidal category $\mathcal{H}\textit{eis}_k(A;z,t)$, which we call the quantum Frobenius Heisenberg category ... -
Geometric inequalities on Heisenberg groups
Free accessSpringer Verlag | 2018|Abstract We establish geometric inequalities in the sub-Riemannian setting of the Heisenberg ... -
Geometric inequalities on Heisenberg groups
Free accessOnline Contents | 2018|Abstract We establish geometric inequalities in the sub-Riemannian setting of the Heisenberg group $$\mathbb H^n$$. Our results include a ... -
The Heisenberg Plane
Free accessArXiv | 2018|The geometry of the Heisenberg group acting on the plane arises naturally in geometric topology as a degeneration of the familiar spaces ... -
Heisenberg Modules as Function Spaces
Free accessSpringer Verlag | 2020|∗-modules, we show that the Heisenberg module E ... -
Foundations of Frobenius Heisenberg categories
Free accessArXiv | 2020|We describe bases for the morphism spaces of the Frobenius Heisenberg categories associated to a symmetric graded Frobenius algebra ... -
Heisenberg Modules as Function Spaces
Free accessOnline Contents | 2020|abelian group. Using localization of Hilbert $$C^*$$-modules, we show that the Heisenberg module $$\mathcal {E}_{\Delta }(G)$$ over the twisted ... -
SCHUR–WEYL DUALITY FOR HEISENBERG COSETS
Springer Verlag | 2018|n Heisenberg vertex algebra H and let C = Com(H;V) be the coset of H in V. Assuming that the module categories of interest are ... -
Braided Drinfeld and Heisenberg doubles
Elsevier | 2015|generalized to a class of mixed Drinfeld centers. This gives a unified picture for the Drinfeld center and a natural Heisenberg analogue. Further ... -
SCHUR–WEYL DUALITY FOR HEISENBERG COSETS
Online Contents | 2018|Abstract Let V be a simple vertex operator algebra containing a rank n Heisenberg vertex algebra H and let C = Com(H;V) be the coset of H ... -
The Heisenberg Chain
Springer Verlag | 2017|Abstract Historically, the Heisenberg chain has been the first exactly solved (interacting) model. It ... -
The Heisenberg Group
Springer Verlag | 2017|Abstract One of the big contributions of E. M. Stein is the development of harmonic analysis on the Heisenberg ... -
Heisenberg and Kac–Moody categorification
Online Contents | 2020|Abstract We show that any Abelian module category over the (degenerate or quantum) Heisenberg category satisfying suitable finiteness ...Keywords: Heisenberg category -
Cohomology of Heisenberg Lie superalgebras
Online Contents | 2017|Suppose the ground field to be algebraically closed and of characteristic different from 2 and 3. All Heisenberg Lie superalgebras consist ... -
Braided Drinfeld and Heisenberg doubles
Online Contents | 2015|for the Drinfeld center and a natural Heisenberg analogue. Further, there is an action of the former on the latter. This picture is translated ... -
Braided Drinfeld and Heisenberg Doubles
Free accessArXiv | 2014|for the Drinfeld center and a natural Heisenberg analogue. Further, there is an action of the former on the latter. This picture is translated ... -
Heisenberg and Kac-Moody categorification
Free accessArXiv | 2019|We show that any Abelian module category over the (degenerate or quantum) Heisenberg category satisfying suitable finiteness conditions may ... -
Heisenberg modules as function spaces
Free accessArXiv | 2019|. Using localization of Hilbert $C^*$-modules, we show that the Heisenberg module $\mathcal{E}_{\Delta}(G)$ over the twisted group $C^*$-algebra ... -
Polarizing Anisotropic Heisenberg Groups
Free accessArXiv | 2019|We expand the class of polarizable Carnot groups by implementing a technique to polarize anisotropic Heisenberg groups. ... -
Schur-Weyl Duality for Heisenberg Cosets
Free accessArXiv | 2016|Let $V$ be a simple vertex operator algebra containing a rank $n$ Heisenberg vertex algebra $H$ and let $C=\text{Com}\left( {H}, {V}\right ... -
Heisenberg and Kac–Moody categorification
Springer Verlag | 2020|We show that any Abelian module category over the (degenerate or quantum) Heisenberg category
...Keywords: Heisenberg category -
Non-Heisenberg quantum mechanics
Free accessArXiv | 2024|quantum mechanics -- We do not assume the existence of a position operator that satisfies the Heisenberg commutation relation, $[\hat x,\hat p]=i ... -
Heisenberg quasiregular ellipticity
Free accessArXiv | 2016|-manifold $M$ to admit a nonconstant quasiregular mapping from the sub-Riemannian Heisenberg group $\mathbb{H}$. As an application, we show that a ... -
Cohomology of Heisenberg Lie superalgebras
American Institute of Physics | 2017|Suppose the ground field to be algebraically closed and of characteristic different from 2 and 3. All Heisenberg Lie superalgebras
... -
Heisenberg Groups via Algebra
Free accessArXiv | 2021|We introduce a general class of Heisenberg groups motivated by applications of algebraic Fourier theory. Basic properties are examined from ... -
Heisenberg categorification and Hilbert schemes
Project Euclid | 2012|Grothendieck group is isomorphic to an integral form $\mathfrak{h}_{\Gamma }$ of the Heisenberg algebra. We construct an action of $\mathcal{H}_{\Gamma ... -
Heisenberg categorification and Hilbert schemes
Duke University Press | 2012|of the Heisenberg algebra. We construct an action of ... -
Heisenberg uniqueness pairs for the Fourier transform on the Heisenberg group
Free accessArXiv | 2018|In this article, we prove that (unit sphere, non-harmonic cone) is a Heisenberg uniqueness pair for the symplectic Fourier transform on ... -
Quantum Heisenberg Enveloping Algebra
Free accessArXiv | 2024|In this article, the two-parameter quantum Heisenberg enveloping algebra, which serves as a model for certain quantum generalized ... -
On Weyl-Heisenberg Frames
Free accessArXiv | 2021|In this paper we have generalized and studied the $K$-Weyl-Heisenberg frames, where $K$ is a bounded linear operator on $L^2(\mathbb{R}^d ... -
The Heisenberg oscillator
Free accessSpringer Verlag | 2012|Abstract In this short note, we determine the spectrum of the Heisenberg oscillator which is the operator ... -
The Heisenberg Group
Springer Verlag | 2015|Abstract This chapter is meant to give a brief and by no means complete description of the Heisenberg ...Keywords: Heisenberg group -
Heisenberg algebra, wedges and crystals
Springer Verlag | 2019|We explain how the action of the Heisenberg algebra on the space of q-deformed wedges
...Keywords: Heisenberg algebra -
Heisenberg algebra, wedges and crystals
Online Contents | 2018|Abstract We explain how the action of the Heisenberg algebra on the space of q-deformed wedges yields the Heisenberg crystal structure on ...Keywords: Heisenberg algebra -
Heisenberg algebra, wedges and crystals
Online Contents | 2018|Abstract We explain how the action of the Heisenberg algebra on the space of q-deformed wedges yields the Heisenberg crystal structure on ...Keywords: Heisenberg algebra -
Isometric embeddings into Heisenberg groups
Online Contents | 2017|Abstract We study isometric embeddings of a Euclidean space or a Heisenberg group into a higher dimensional Heisenberg group, where both ...Keywords: Heisenberg group -
Dorronsoro's theorem in Heisenberg groups
Wiley | 2020|theorem in Heisenberg groups: functions in horizontal Sobolev spaces can be approximated by affine functions which are independent of the last ... -
Decomposing Frobenius Heisenberg categories
Free accessArXiv | 2018|We give two alternate presentations of the Frobenius Heisenberg category, $\mathcal{Heis}_{F,k}$, defined by Savage, when the Frobenius ...
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