Add to ORKGA short summary of the theory of symmetric group and symmetric functions needed to follow the theory of Schur functions and plethysms is presented. One then denes plethysm, gives its properties and presents a procedure for its calculation. Finally, some aplications in atomic physics and nuclear structure are given. I
The symmetry energy coefficients in finite nuclei have been studied systematically with a covariant ...
Every molecule possesses symmetry and hence has symmetry operations and symmetry elements. From symm...
Nuclear matter is a convenient theoretical laboratory to test many-body theories. When neutron and p...
A short summary of the theory of symmetric group and symmetric functions needed to follow the theory...
This thesis presents a physical perspective on group duality. We explain in detail some of the most ...
We present an algorithm to calculate plethysms of Schur functions which is fitted for computers, and...
Two methods for calculating inner products of Schur functions in terms of outer products and plethys...
Specializations of Schur functions are exploited to define and evaluate the Schur functions s?[?X] a...
The revised edition of this established work presents an extended overview of recent applications of...
AbstractThe plethysms of the Weyl characters associated to a classical Lie group by the symmetric fu...
AbstractIn this paper some group-theoretical methods are discussed, which may be used to study both ...
The boson calculus formalism is used to construct realizations of basis states of irreducible repres...
This paper addresses the three following questions. (i) How the structures of group and of chain of ...
In terms of group theory Å the language of symmetries, the concept of spontaneous symmetry breaking ...
Plethysm is a fundamental operation in symmetric function theory, derived directly from its connecti...
The symmetry energy coefficients in finite nuclei have been studied systematically with a covariant ...
Every molecule possesses symmetry and hence has symmetry operations and symmetry elements. From symm...
Nuclear matter is a convenient theoretical laboratory to test many-body theories. When neutron and p...
A short summary of the theory of symmetric group and symmetric functions needed to follow the theory...
This thesis presents a physical perspective on group duality. We explain in detail some of the most ...
We present an algorithm to calculate plethysms of Schur functions which is fitted for computers, and...
Two methods for calculating inner products of Schur functions in terms of outer products and plethys...
Specializations of Schur functions are exploited to define and evaluate the Schur functions s?[?X] a...
The revised edition of this established work presents an extended overview of recent applications of...
AbstractThe plethysms of the Weyl characters associated to a classical Lie group by the symmetric fu...
AbstractIn this paper some group-theoretical methods are discussed, which may be used to study both ...
The boson calculus formalism is used to construct realizations of basis states of irreducible repres...
This paper addresses the three following questions. (i) How the structures of group and of chain of ...
In terms of group theory Å the language of symmetries, the concept of spontaneous symmetry breaking ...
Plethysm is a fundamental operation in symmetric function theory, derived directly from its connecti...
The symmetry energy coefficients in finite nuclei have been studied systematically with a covariant ...
Every molecule possesses symmetry and hence has symmetry operations and symmetry elements. From symm...
Nuclear matter is a convenient theoretical laboratory to test many-body theories. When neutron and p...