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Critical partitions and nodal deficiency of billiard eigenfunctions
Critical partitions nodal deficiency billiard eigenfunctions Mathematical Physics
2011/9/14
Abstract: The paper addresses the the number of nodal domains for eigenfunctions of Schr\"{o}dinger operators with Dirichlet boundary conditions in bounded domains. In dimension one, the $n$th eigenfu...
Statistics of Eigenfunctions in 1D Tight Binding Model:
Distribution of Riccati Variable
one-dimensional tight binding model distribution of Riccati
variable Lorentzian distribution
2007/8/15
2001Vol.36No.3pp.271-280DOI:
Statistics of Eigenfunctions in 1D Tight Binding Model:
Distribution of Riccati Variable
WANG Wen-Ge
Department of Physics, Southeast Univer...
Solving Laguerre-Gauss Mode Eigenvectors and Eigenfunctions in
Entangled State Representation
Laguerre-Gauss modes entangled state representation
2007/8/15
2006Vol.45No.4pp.617-620DOI:
Solving Laguerre-Gauss Mode Eigenvectors and Eigenfunctions in
Entangled State Representation
FAN Hong-Yi1 and GAO Wei-Bo2
1 Department of M...
Structure of Hamiltonian Matrix and the Shape of Eigenfunctions: Nuclear Octupole Deformation Model
structure of Hamiltonian matrix shape of eigenfunctions
nuclear octupole deformation model quantum chaos
2007/8/15
2002Vol.37No.2pp.161-166DOI:
Structure of Hamiltonian Matrix and the Shape of Eigenfunctions: Nuclear Octupole Deformation Model
XING Yong-Zhong,1,2,3 LI Jun-Qing,1,2 LIU Fang4
an...