Add to ORKGIn this paper we present the new algorithm to calculate determinants of nth order using Salihu’s method of reducing the order of determinants to second order. We have implemented the Dodgson’s algorithm within Salihu’s method to calculate submatrices. Within the paper we have also developed the computer algorithm to calculate the determinant using this new method. While comparing the computer execution time with the well-known methods, we have seen that this new algorithm presented is executed faster
In this paper we have presented a new method to compute the determinant of a 5×5 matrix
A determinant plays an important role in many applications of linear algebra. Finding determinants u...
Over the years, the generally accepted fact is that the Sarrus’s rule which was developed by a Frenc...
In this paper, we present the calculation of the determinants based on Sarus rule. It is observed th...
Based on the fact that determinants and matrices have extensive application in scientific researches...
This paper presents a new parallel methodology for calculating the determinant of matrices of the or...
The calculation of a square matrix determinant is a typical matrix algebra operation which, if appli...
We present an extremely simple method for computing determinants, one that uses no division operatio...
AbstractWe review, modify, and combine together several numerical and algebraic techniques in order ...
In this paper we present a new method to compute the determinants of square matrices of order 5 and ...
AbstractThe cost of all existing algorithms for evaluating the nth order determinants (Numerical Ana...
A new more accurate formula to calculate condition number of the determinant of matrix is proposed. ...
The determinant of a matrix is very powerful tool that helps in establishing properties of matrices....
AbstractUsing a recurrence derived from Dodgson's Condensation Method, we provide numerous explicit ...
This article presents a new method to calculate order determinants. This article is a review of Sali...
In this paper we have presented a new method to compute the determinant of a 5×5 matrix
A determinant plays an important role in many applications of linear algebra. Finding determinants u...
Over the years, the generally accepted fact is that the Sarrus’s rule which was developed by a Frenc...
In this paper, we present the calculation of the determinants based on Sarus rule. It is observed th...
Based on the fact that determinants and matrices have extensive application in scientific researches...
This paper presents a new parallel methodology for calculating the determinant of matrices of the or...
The calculation of a square matrix determinant is a typical matrix algebra operation which, if appli...
We present an extremely simple method for computing determinants, one that uses no division operatio...
AbstractWe review, modify, and combine together several numerical and algebraic techniques in order ...
In this paper we present a new method to compute the determinants of square matrices of order 5 and ...
AbstractThe cost of all existing algorithms for evaluating the nth order determinants (Numerical Ana...
A new more accurate formula to calculate condition number of the determinant of matrix is proposed. ...
The determinant of a matrix is very powerful tool that helps in establishing properties of matrices....
AbstractUsing a recurrence derived from Dodgson's Condensation Method, we provide numerous explicit ...
This article presents a new method to calculate order determinants. This article is a review of Sali...
In this paper we have presented a new method to compute the determinant of a 5×5 matrix
A determinant plays an important role in many applications of linear algebra. Finding determinants u...
Over the years, the generally accepted fact is that the Sarrus’s rule which was developed by a Frenc...