DOIAbstract
A mistake in the new formulation of the Bogoliubov-Valatin transformation [W.S. Liu, X.P. Li, Eur. Phys. J. D 2, 1 (1998)] is pointed out and an exact formulation is reconstructed by using the disentangling technique for matrices
A mistake in the new formulation of the Bogoliubov-Valatin transformation [W.S. Liu, X.P. Li, Eur. Phys. J. D 2, 1 (1998)] is pointed out and an exact formulation is reconstructed by using the disentangling technique for matrices
Shapovalov elements $\theta_{\beta,m}$ are special elements in a Borel subalgebra of a classical or ...
We comment on statements made about quantum representation theory in the paper by T. W. Marshall and...
Hamilton mechanical systems have been considered in the paper. As a result the Bogoliubov's transfor...
AbstractWe demonstrate that the Darboux transformation in the paper “Soliton solutions by Darboux tr...
The equations defining the Bogoliubov-Valatin transformation are studied. They present an interestin...
summary:In this paper a combination of methods for inverting Leontieff's matrices is described. The ...
The paper continues the investigation into the links between algebraic system theory, more specifica...
It is shown here that the method suggested by Chidambara (Barlett's equation) is a particular versio...
Praca rozpoczyna się szczegółową dyskusją struktury przestrzeni Focka. Przestrzeń ta służy do opisu ...
We demonstrate that not all generalized Bogoliubov transformations lead to Dpseudo- bosons and prove...
It is shown that quarks in different situations are often related by a Bogoliubov transformation inv...
AbstractThe paper continues the investigation into the links between algebraic system theory, more s...
Two routes for deriving the exact two-component Hamiltonians are compared. In the first case, as alr...
In a Fock representation, a non-surjective Bogoliubov transformation of CAR leads to a reducible rep...
Theorem 1 of Raković and Lazar (2014) accidentally misquotes Theorem 1.7.1 of Schneider (1993). This...
Shapovalov elements $\theta_{\beta,m}$ are special elements in a Borel subalgebra of a classical or ...
We comment on statements made about quantum representation theory in the paper by T. W. Marshall and...
Hamilton mechanical systems have been considered in the paper. As a result the Bogoliubov's transfor...
AbstractWe demonstrate that the Darboux transformation in the paper “Soliton solutions by Darboux tr...
The equations defining the Bogoliubov-Valatin transformation are studied. They present an interestin...
summary:In this paper a combination of methods for inverting Leontieff's matrices is described. The ...
The paper continues the investigation into the links between algebraic system theory, more specifica...
It is shown here that the method suggested by Chidambara (Barlett's equation) is a particular versio...
Praca rozpoczyna się szczegółową dyskusją struktury przestrzeni Focka. Przestrzeń ta służy do opisu ...
We demonstrate that not all generalized Bogoliubov transformations lead to Dpseudo- bosons and prove...
It is shown that quarks in different situations are often related by a Bogoliubov transformation inv...
AbstractThe paper continues the investigation into the links between algebraic system theory, more s...
Two routes for deriving the exact two-component Hamiltonians are compared. In the first case, as alr...
In a Fock representation, a non-surjective Bogoliubov transformation of CAR leads to a reducible rep...
Theorem 1 of Raković and Lazar (2014) accidentally misquotes Theorem 1.7.1 of Schneider (1993). This...
Shapovalov elements $\theta_{\beta,m}$ are special elements in a Borel subalgebra of a classical or ...
We comment on statements made about quantum representation theory in the paper by T. W. Marshall and...
Hamilton mechanical systems have been considered in the paper. As a result the Bogoliubov's transfor...
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