Add to ORKGWe discuss an algorithm with a simplistic approach to solving systems of linear equations arising from the application of real-valued vector space ideas to the computation of the large powers of square matrices
AbstractResultants characterize the existence of roots of systems of multivariate nonlinear polynomi...
Given the square matrices A, B, D, E and the matrix C of conforming dimensions, we consider the line...
AbstractThis paper gives a classification for the triangular factorization of square matrices. These...
We discuss an algorithm with a simplistic approach to solving systems of linear equations arising fr...
summary:The paper is devoted to an algorithm for computing matrices $A^r$ and $(A^r -I).(A-I)^{-1}$ ...
summary:The paper is devoted to an algorithm for computing matrices $A^r$ and $(A^r -I).(A-I)^{-1}$ ...
We consider the solution of systems of linear matrix equations in two or three unknown matrices. For...
We consider the solution of systems of linear matrix equations in two or three unknown matrices. For...
AbstractThis paper gives a classification for the triangular factorization of square matrices. These...
summary:The paper describes a method of solving the system of linear algebraic equations with a real...
In this paper we provide work on an approach integrating the division algorithm over the polynomial ...
summary:The paper describes a method of solving the system of linear algebraic equations with a real...
What part does algebra play in representing the real world abstractly? How can algebra be used to so...
summary:The paper is devoted to an algorithm for computing matrices $A^r$ and $(A^r -I).(A-I)^{-1}$ ...
In a few number of applications, a need arises to do some usual linear algebra operations on a very ...
AbstractResultants characterize the existence of roots of systems of multivariate nonlinear polynomi...
Given the square matrices A, B, D, E and the matrix C of conforming dimensions, we consider the line...
AbstractThis paper gives a classification for the triangular factorization of square matrices. These...
We discuss an algorithm with a simplistic approach to solving systems of linear equations arising fr...
summary:The paper is devoted to an algorithm for computing matrices $A^r$ and $(A^r -I).(A-I)^{-1}$ ...
summary:The paper is devoted to an algorithm for computing matrices $A^r$ and $(A^r -I).(A-I)^{-1}$ ...
We consider the solution of systems of linear matrix equations in two or three unknown matrices. For...
We consider the solution of systems of linear matrix equations in two or three unknown matrices. For...
AbstractThis paper gives a classification for the triangular factorization of square matrices. These...
summary:The paper describes a method of solving the system of linear algebraic equations with a real...
In this paper we provide work on an approach integrating the division algorithm over the polynomial ...
summary:The paper describes a method of solving the system of linear algebraic equations with a real...
What part does algebra play in representing the real world abstractly? How can algebra be used to so...
summary:The paper is devoted to an algorithm for computing matrices $A^r$ and $(A^r -I).(A-I)^{-1}$ ...
In a few number of applications, a need arises to do some usual linear algebra operations on a very ...
AbstractResultants characterize the existence of roots of systems of multivariate nonlinear polynomi...
Given the square matrices A, B, D, E and the matrix C of conforming dimensions, we consider the line...
AbstractThis paper gives a classification for the triangular factorization of square matrices. These...