Results 21 to 30 of about 7,615 (257)
Using unitary and similarity transformations, explicit solutions of the coupled Gross–Pitaevskii models with spin–orbit coupling and varying nonlinearities and harmonic plus linear potentials are constructed by a mapping to the integrable one-dimensional
D. Belobo Belobo, T. Meier
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Between the unitary and similarity orbits of normal operators [PDF]
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Guinand, Paul S., Marcoux, Laurent
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Unitary automorphisms of the space of Toeplitz-plus-Hankel matrices
Our motivation was a paper of 1991 indicating three special unitary matrices that map Hermitian Toeplitz matrices by similarity into real Toeplitz-plus-Hankel matrices.
Abdikalykov A.K. +2 more
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A unification of unitary similarity transforms to compressed representations [PDF]
The authors propose algorithms which rely on the \(QR\)-factorization of the involved matrices. Even though using the \(QR\)-factorization for Hessenberg (H) matrices seems redundant, for many classes of structured rank matrices it provides means for a compact representation.
Raf Vandebril, Gianna M. Del Corso
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Sistem Federal Dalam Negara Kesatuan (Kasus Pengaturan Desentralisasi-Otonomi)
In fact, unitary state and federal state system has similarity in the reladon between nation orpusat and states or daerah, emphasizing in power sharing, negotiation and distribution of income.
Warsito Utomo
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Entanglement of purification and projection operator in conformal field theories
We investigate entanglement of purification (EoP) in conformal field theory. By using Reeh-Schlieder theorem, we construct a set of the purification states for ρAB, where ρAB is reduced density matrix for subregion AB of a global state ρ.
Wu-Zhong Guo
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A note on multilevel Toeplitz matrices
Chien, Liu, Nakazato and Tam proved that all n × n classical Toeplitz matrices (one-level Toeplitz matrices) are unitarily similar to complex symmetric matrices via two types of unitary matrices and the type of the unitary matrices only depends on the ...
Cao Lei, Koyuncu Selcuk
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On unitary similarity of matrices
The authors give a test for two \(n\times n\) nonsingular matrices with n distinct singular values to be unitarily similar. This depends on the equivalence of the traces of certain polynomials in the matrices and their adjoints. They remark that the method of proof can be extended to cover the situation when the matrices are singular and the nonzero ...
Bhattacharya, Ratna, Mukherjea, Kalyan
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A formulation based on Lie group homomorphisms is presented for simplifying the treatment of unitary similarity transformations of Hamiltonian matrices in nonadiabatic photochemistry. A general derivation is provided whereby it is shown that a similarity
Benjamin Lasorne
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Different Measures of Structural Similarity Tap Different Aspects of Visual Object Processing
The structural similarity of objects has been an important variable in explaining why some objects are easier to categorize at a superordinate level than to individuate, and also why some patients with brain injury have more difficulties in recognizing ...
Christian Gerlach
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