The classical Cayley-Hamilton theorem is extended to Drazin inverse matrices and to standard inverse matrices. It is shown that knowing the characteristic polynomial of the singular matrix or nonsingular matrix, it is possible to write the analog Cayley-Hamilton equations for Drazin inverse matrix and for standard inverse matrices
In this paper we have established the some results as basic of linear algebra.Last theorem which is ...
AbstractIt is shown that the characteristic polynomial of matrices over a Lie nilpotent ring introdu...
Let A ,B be n×n matrices of complex numbers. Let G a vector-valued function of the real variable t. ...
利用经典的Cayley-Hamilton定理,给出了矩阵core-EP逆和DMP逆的多项式方程.设奇异矩阵A的特征多项式为pA(s)=det(sEn-A)=sn+an-1sn-1+…+a1s,则fA(...
The statement of Cayley-Hamilton theorem is that every square matrix satisfies its own characteristi...
Cayley-Hamilton is one of the well-known theorems that is formulated and proved in linear algebra on...
AbstractWe prove that a Q-algebra R with formal trace can be realized as n × n matrices if and only ...
The classical Cayley-Hamilton theorem is extended to nonlinear time-varying systems with square and ...
The Cayley-Hamilton theorem is an important theorem of linear algebra which is well known and used i...
Abstract. We review some of the current research in multiparameter spectral theory. We prove a versi...
gular. New extension of the classical Cayley-Hamilton theo-rem for rectangular matrices, block matri...
In this paper we propose two algorithms for computation of the outer inverse with prescribed range a...
A definition is given for the characteristic equation of anN-partitioned matrix. It is then proved t...
AbstractA method is given for computing the Drazin inverse of a square matrix A of order n as a poly...
International audienceWe establish the analogue of the Cayley--Hamilton theorem for the quantum matr...
In this paper we have established the some results as basic of linear algebra.Last theorem which is ...
AbstractIt is shown that the characteristic polynomial of matrices over a Lie nilpotent ring introdu...
Let A ,B be n×n matrices of complex numbers. Let G a vector-valued function of the real variable t. ...
利用经典的Cayley-Hamilton定理,给出了矩阵core-EP逆和DMP逆的多项式方程.设奇异矩阵A的特征多项式为pA(s)=det(sEn-A)=sn+an-1sn-1+…+a1s,则fA(...
The statement of Cayley-Hamilton theorem is that every square matrix satisfies its own characteristi...
Cayley-Hamilton is one of the well-known theorems that is formulated and proved in linear algebra on...
AbstractWe prove that a Q-algebra R with formal trace can be realized as n × n matrices if and only ...
The classical Cayley-Hamilton theorem is extended to nonlinear time-varying systems with square and ...
The Cayley-Hamilton theorem is an important theorem of linear algebra which is well known and used i...
Abstract. We review some of the current research in multiparameter spectral theory. We prove a versi...
gular. New extension of the classical Cayley-Hamilton theo-rem for rectangular matrices, block matri...
In this paper we propose two algorithms for computation of the outer inverse with prescribed range a...
A definition is given for the characteristic equation of anN-partitioned matrix. It is then proved t...
AbstractA method is given for computing the Drazin inverse of a square matrix A of order n as a poly...
International audienceWe establish the analogue of the Cayley--Hamilton theorem for the quantum matr...
In this paper we have established the some results as basic of linear algebra.Last theorem which is ...
AbstractIt is shown that the characteristic polynomial of matrices over a Lie nilpotent ring introdu...
Let A ,B be n×n matrices of complex numbers. Let G a vector-valued function of the real variable t. ...