The exceptional Jordan algebra [also known as the Albert algebra] is the finite dimensional algebra of 3x3 Hermitean matrices with octonionic entries. Its automorphism group is the exceptional Lie ...

Abstract: In this paper, we develop a new formula for the characteristic equation of a matrix A explicitly and directly in terms of the elements of A. This contrasts with existing methods such as ...

ABSTRACT: In this paper, we established a connection between a square matrix “A” of order “n” and a matrix defined through a new approach of the recursion relation. (where is any column matrix with n ...

ABSTRACT: In this paper, we established a connection between a square matrix “A” of order “n” and a matrix defined through a new approach of the recursion relation. (where is any column matrix with n ...

We derive an exact formula for the stochastic evolution of the characteristic determinant of a class of deformed Wishart matrices following from a chiral random matrix model of QCD at finite chemical ...

Abstract: Starting from electric field integral equation for reradiation interference calculation of transmission lines, based on the functional relationship between the induced current and the ...

A simple formula is established that relates the trace of the resolvent with the characteristic polynomial of a matrix. This will lead to a novel and elegant proof of the recursive relations that ...

This is the repository that includes the Matlab source code of the characteristic mapping method and spectral method to solve the Vlasov Poisson equation. If you use ...