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Symmetry analysis of a model of option pricing and hedgingA model of Guéant and Pu of option pricing and hedging in the general form is studied by the group
Point symmetries in the nuclear SU(3) partner groups modelThe algebraic approach which allows for simulation of symmetries of a nucleus with respect
The system of equations describing 4 generations with the symmetry group SU (3) C × SU (2) L × U (1) symmetry is SU (3)C × SU (2)L × U (1). The symmetry group is established as the consequence
Symmetries and cycles of the renormalization group in a fermionic hierarchical modelWe study singular points and symmetries of the renormalization group mapping in a fermionic
Symmetry properties of a charged fluid in the general theory of relativity-momentum tensor for the charged fluid has symmetry (i.e., admits a group of motions), then the mass density
The Construction a Group of Simmetries and the Recursion Operator for Differential Difference Operators with Partial DerivitivesThe group of symmetries for given differential difference operator. The problem of finding out
Symmetry of single chain DNA molecules symmetry groups of the single-chain DNA molecule taken in the form of a genetic text are derived. A strict
Necessary and sufficient conditions for the existence of symmetry groups for systems of differential-difference equations with partial derivatives of symmetry groups and recursion operators for various differential-difference equations are described
Symmetries and cycles of the renormalization group in a fermionic hierarchical modelWe study singular points and symmetries of the renormalization group mapping in a fermionic
On the graded algebras associated with Hecke symmetries© 2020 European Mathematical Society Publishing House. All rights reserved. A Hecke symmetry R on a
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