Erscheinungsjahr
Fach
Format
Lizenz
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`Bound' states of an electron in the far-field of a polar molecule
NationallizenzIOP Institute of Physics | 1996|with the virial theorem, reduce to the results of Lévy-Leblond and Balibar obtained from the Heisenberg inequalities ignoring the angular ... -
–Lie Algebras Canonically Associated to Probability Measures on with All Moments
Springer Verlag | 2016|finite–dimensional approximations, in the sense of Jacobi sequences, of the Heisenberg algebra, coincides with the algebra of all ... -
${^{13}}$C-NMR study of the S = 1/2 antiferromagnetically coupled spin chain compound ${[PM{\cdot}Cu(NO_3)_2{\cdot}(H_2O)_2]_{\textit{n}}}$ under pressure
EDP Sciences | 2004|Heisenberg spin chain [ PM$\cdot$Cu(NO3)2$\cdot ... -
$$C^*$$-Quadratic Quantization
Online Contents | 2018|Heisenberg group introduced in Accardi et al. (Infin Dimens Anal Quantum Probab Relat Top 13:551–587, 2010) which makes the composition law much more ... -
$$\mathfrak{h}$$ -platitude des Structures de contact
NationallizenzSpringer Verlag | 1983|], $$\mathfrak{h}$$ being the Heisenberg Lie algebra. We give here some consequences of this property ... -
$$p$$ -Harmonic functions in the Heisenberg group: boundary behaviour in domains well-approximated by non-characteristic hyperplanes
Springer Verlag | 2013|$$p$$ -harmonic functions in the Heisenberg group ... -
$$p$$-Harmonic functions in the Heisenberg group: boundary behaviour in domains well-approximated by non-characteristic hyperplanes
Online Contents | 2013|Heisenberg group $$\mathbb{H }^n$$, i.e., we consider weak solutions to the non-linear and potentially degenerate partial differential equation ... -
$2$- capability and $2$- nilpotent multiplier of finite dimensional nilpotent Lie algebras
Freier ZugriffArXiv | 2016|dimensional nilpotent Lie algebra $L$. For instance, we characterize the structure of $\mathcal{M}^{(2)}(H)$ when $H$ is a Heisenberg Lie algebra ... -
$C^*$-algebras generated by projective representations of free nilpotent groups
Freier ZugriffArXiv | 2013|generalized Heisenberg groups with higher-dimensional center. Their group $C^*$-algebras are in a natural way isomorphic to continuous fields over ... -
$C^*$-non-linear second quantization
Freier ZugriffArXiv | 2014|Recently, we have constructed a non{linear (polynomial) extension of the 1-mode Heisenberg group and the corresponding Fock and Weyl ... -
$C^{1,\alpha}$-rectifiability in low codimension in Heisenberg groups
Freier ZugriffArXiv | 2021|A natural notion of higher order rectifiability is introduced for subsets of Heisenberg groups $\mathbb{H}^n$ in terms of covering a set ... -
$C^{1,\alpha}$-Regularity for variational problems in the Heisenberg group
Freier ZugriffArXiv | 2017|We study the regularity of minima of scalar variational integrals of $p$-growth, $1Heisenberg group and prove the H
... -
$C^{1,\alpha}$-Regularity of Quasilinear equations on the Heisenberg Group
Freier ZugriffArXiv | 2018|setting of Heisenberg Group. The considered cases encompass a very wide class of equations with isotropic growth conditions that are ... -
$\eta$-Einstein Sasakian immersions in non-compact Sasakian space forms
Freier ZugriffArXiv | 2019|The aim of this paper is to study Sasakian immersions of (non-compact) complete regular Sasakian manifolds into the Heisenberg group and ... -
$f(R,\square R)$-gravity and equivalency with the modified GUP Scalar field models
Freier ZugriffArXiv | 2024|theories of gravity. The quadratic Generalized Uncertainty Principle (GUP) gives rise to a deformed Heisenberg algebra in the application ... -
$\Gamma$- convergence and homogenisation for a class of degenerate functionals
Freier ZugriffArXiv | 2019|This paper is on $\Gamma$-convergence for degenerate integral functionals related to homogenisation problems in the Heisenberg group. Here ... -
$\hbar$-perturbative solutions of quantum Snyder and Yang models with parameters describing spontaneous symmetry breaking
Freier ZugriffArXiv | 2023|of commutative momenta, which together define the canonical tensorial Heisenberg algebra. ... -
$HW^{2,2}_{\rm loc}$-regularity for $p$-harmonic functions in Heisenberg groups
Freier ZugriffArXiv | 2021|} $-regularity of $p$-harmonic functions in the Heisenberg group $\mathbb H^n$. This improves the known range of $p$ obtained by Domokos and Manfredi in ... -
$K$– and $L$–theory of the semi-direct product of the discrete 3–dimensional Heisenberg group by $\mathbb{Z}/4$
Project Euclid | 2005|algebraic [math] –theory of the group ring of the semi-direct product of the three-dimensional discrete Heisenberg group by [math] . These ...Schlagwörter: three-dimensional Heisenberg group -
$K$-finite solutions to conformally invariant systems of differential equations
Project Euclid | 2011|Heisenberg parabolic subgroup in a split simple Lie group. ...
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