Add to ORKGThis paper is an exposition about matrices over commutative rings. Concepts about the determinants, invertibility and other properties of matrices will also be included. Examples of these matrices will also be illustrated. The theorems used in this paper were taken from the article entitled Good Matrices: Matrices that Preserve Ideals . Other theorems used were taken from previous lectures about Linear Algebra. Proofs of these were given in detail
Abstract. We describe some of the determinantal ideals attached to symmetric, exterior and tensor po...
Linear algebra and matrix theory are fundamental tools for almost every area of mathematics, both pu...
As one might expect, many theorems on properties of a ring which are inherited by the matrix ring ap...
This paper is an exposition about matrices over commutative rings. Concepts about the determinants, ...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
AbstractNoncommutative ring theory was described in terms of matrices in its earliest days; we give ...
In the present paper, we study formal matrix rings over a given ring and determinants of such matric...
In the present paper, we study formal matrix rings over a given ring and determinants of such matric...
This monograph is a comprehensive account of formal matrices, examining homological properties of mo...
AbstractAn antiring is a semiring which is zerosumfree (i.e., a+b=0 implies a=b=0 for any a, b in th...
In order to characterize the additive maps preserving of modulus of symmetric matrices over residue ...
The problem of determining the structure of linear transformations on the algebra of n-square matric...
The problem of determining the structure of linear transformations on the algebra of n-square matric...
textThis report is a summarization and extension of previous work done by Dr. Efraim Armendariz, Uni...
Let k be an integer greater than or equal to 2. The ring R is said to be k-good if every element of ...
Abstract. We describe some of the determinantal ideals attached to symmetric, exterior and tensor po...
Linear algebra and matrix theory are fundamental tools for almost every area of mathematics, both pu...
As one might expect, many theorems on properties of a ring which are inherited by the matrix ring ap...
This paper is an exposition about matrices over commutative rings. Concepts about the determinants, ...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
AbstractNoncommutative ring theory was described in terms of matrices in its earliest days; we give ...
In the present paper, we study formal matrix rings over a given ring and determinants of such matric...
In the present paper, we study formal matrix rings over a given ring and determinants of such matric...
This monograph is a comprehensive account of formal matrices, examining homological properties of mo...
AbstractAn antiring is a semiring which is zerosumfree (i.e., a+b=0 implies a=b=0 for any a, b in th...
In order to characterize the additive maps preserving of modulus of symmetric matrices over residue ...
The problem of determining the structure of linear transformations on the algebra of n-square matric...
The problem of determining the structure of linear transformations on the algebra of n-square matric...
textThis report is a summarization and extension of previous work done by Dr. Efraim Armendariz, Uni...
Let k be an integer greater than or equal to 2. The ring R is said to be k-good if every element of ...
Abstract. We describe some of the determinantal ideals attached to symmetric, exterior and tensor po...
Linear algebra and matrix theory are fundamental tools for almost every area of mathematics, both pu...
As one might expect, many theorems on properties of a ring which are inherited by the matrix ring ap...