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A Haar component for quantum limits on locally symmetric spaces
Haar component quantum limits locally symmetric spaces
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2010/12/13
We prove lower bounds for the entropy of limit measures associated to nondegenerate sequences of eigenfunctions on locally symmetric spaces of non-positive curvature.In the case of certain compact quo...
BEURLING-H¨ORMANDER THEOREM ON NONCOMPACT REAL SYMMETRIC SPACES
Semisimple Lie groups spherical Fourier transform Beurling-H¨ormander’s theorem
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2008/11/26
In this paper we establish an analogue of Beurling-H¨ormander theorem for the spherical
Fourier transform on noncompact real symmetric spaces of rank `. Next, we deduce
the analogue of Hardy, Cowlin...
Schrödinger Flows to Symmetric Spaces and the Second
Matrix-AKNS Hierarchies
AKNS hierarchy nonlinear Schrö dinger equation Schrö dinger flow
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2007/8/15
2006Vol.45No.4pp.653-656DOI:
Schrödinger Flows to Symmetric Spaces and the Second
Matrix-AKNS Hierarchies
CHEN Bing-Biao
Institute of Mathematics, Fudan University,...