Results 221 to 230 of about 8,967,833 (257)
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2017
One of the big contributions of E. M. Stein is the development of harmonic analysis on the Heisenberg group. In a fundamental joint paper with G. B. Folland, Stein laid all the groundwork for this study. In this chapter we reproduce and develop some of that groundwork.
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One of the big contributions of E. M. Stein is the development of harmonic analysis on the Heisenberg group. In a fundamental joint paper with G. B. Folland, Stein laid all the groundwork for this study. In this chapter we reproduce and develop some of that groundwork.
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Optimal Control on the Heisenberg Group
Journal of Dynamical and Control Systems, 1999The paper studies an optimal control problem where the controlled dynamics is given by the conservation of the angular momentum and the cost functional is described by the total kinetic energy. A geometric analysis of minimizing curves is provided.
Monroy-Pérez, F., Anzaldo-Meneses, A.
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The Compactness of Commutators on the Heisenberg Group
Acta Mathematica Sinica, English Series, 2005The Heisenberg group \(\mathbf{H}\) is a Lie group with underlying manifold \({\mathbb R}\times{\mathbb C}\). The group law is given by \[ t(t,z)(t',z')= (t+t'+2\operatorname{Im}z\overline{z'},z+z'). \] Let \(M(\lambda)\) be an operator-valued function such that \(\sup_{\lambda\in{\mathbb R}^*}\| M (\lambda)\| _{\text{op}}
Liu, Heping, Zheng, Xuanyuan
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2001
Abstract The Heisenberg Group and its Fundamental Representation Associated with the symplectic phase space V is the Heisenberg group. This matrix group is defined over Z, and gives the extension of Heis to characteristic 2. We prefer to keep the symmetric form of Heis, which shows more clearly the symmetry between x and y, ‘position ...
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Abstract The Heisenberg Group and its Fundamental Representation Associated with the symplectic phase space V is the Heisenberg group. This matrix group is defined over Z, and gives the extension of Heis to characteristic 2. We prefer to keep the symmetric form of Heis, which shows more clearly the symmetry between x and y, ‘position ...
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Optical antiferromagnetic electric -flux with electroosmotic velocity in Heisenberg
Optik, 2022Zeliha Körpinar, Talat Körpinar
exaly
Magnetism in One-Dimensional Systems—The Heisenberg Model for Infinite Spin
American Journal of Physics, 1964Michael E Fisher
exaly
Rectifiability and perimeter in the Heisenberg group
Mathematische Annalen, 2001Bruno Franchi +2 more
exaly
Magnetization Process of the S=1 and 1/2 Uniform and Distorted Kagomé Heisenberg Antiferromagnets
Journal of the Physical Society of Japan, 2001Kazuo Hida
exaly

