The notion of a Γ-ring was first introduced by Nobusawa [1]. The class of Γ-rings contains not only all rings but also all Hestenes ternary rings. ..
In this paper, we solve Problem 1 in [8] for left V-semirings. Specifically,we prove that has the in...
In this paper, we show that proposition 4.7 [8] is not correct in generaland give an adjustment for ...
In this paper, we solve Problem 1 in [8] for left V-semirings. Specifically,we prove that has the in...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
By a near-ring we mean a right near-ring. Jr0, the right Jacobson radical of type 0, was introduced ...
Abstract. Near-rings considered are right near-rings and R is a near-ring. Jr0 (R), the right Jacobs...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
AbstractWe provide an example of a prime Noetherian ring whose Jacobson radical fails to satisfy the...
This note is concerned with examining nilradicals and Jacobson radicals of polynomial rings when rel...
Abstract. Let R be a right noetherian ring of Krull dimension k and denote by J its Jacobson radical...
Krause H. On the nilpotency of the Jacobson radical for noetherian rings. Archiv der Mathematik. 199...
Krause H. On the nilpotency of the Jacobson radical for noetherian rings. Archiv der Mathematik. 199...
We provide an example of a prime Noetherian ring whose Jacobson radical fails to satisfy the Artin-R...
In this paper, we solve Problem 1 in [8] for left V-semirings. Specifically,we prove that has the in...
In this paper, we solve Problem 1 in [8] for left V-semirings. Specifically,we prove that has the in...
In this paper, we show that proposition 4.7 [8] is not correct in generaland give an adjustment for ...
In this paper, we solve Problem 1 in [8] for left V-semirings. Specifically,we prove that has the in...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
By a near-ring we mean a right near-ring. Jr0, the right Jacobson radical of type 0, was introduced ...
Abstract. Near-rings considered are right near-rings and R is a near-ring. Jr0 (R), the right Jacobs...
The notions of a right quasiregular element and right modular right ideal in a near-ring are initiat...
AbstractWe provide an example of a prime Noetherian ring whose Jacobson radical fails to satisfy the...
This note is concerned with examining nilradicals and Jacobson radicals of polynomial rings when rel...
Abstract. Let R be a right noetherian ring of Krull dimension k and denote by J its Jacobson radical...
Krause H. On the nilpotency of the Jacobson radical for noetherian rings. Archiv der Mathematik. 199...
Krause H. On the nilpotency of the Jacobson radical for noetherian rings. Archiv der Mathematik. 199...
We provide an example of a prime Noetherian ring whose Jacobson radical fails to satisfy the Artin-R...
In this paper, we solve Problem 1 in [8] for left V-semirings. Specifically,we prove that has the in...
In this paper, we solve Problem 1 in [8] for left V-semirings. Specifically,we prove that has the in...
In this paper, we show that proposition 4.7 [8] is not correct in generaland give an adjustment for ...
In this paper, we solve Problem 1 in [8] for left V-semirings. Specifically,we prove that has the in...
DOI
Add to ORKG