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Semiprime
Known as:
Semi-prime
, Two-almost prime
, Pq number
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In mathematics, a semiprime (also called biprime or 2-almost prime, or pq number) is a natural number that is the product of two (not necessarily…
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Papers overview
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2013
2013
On Automorphisms and Commutativity in Semiprime Rings
P. Liau
,
Cheng–Kai Liu
Canadian mathematical bulletin
2013
Corpus ID: 122032826
Abstract. Let $R$ be a semiprime ring with center $Z\left( R \right)$ . For $x,\,y\,\in \,R$ , we denote by $\left[ x,\,y \right…
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2000
2000
Isomorphism theorems and fuzzy k-ideals of k-semirings
Chang Bum Kim
Fuzzy Sets Syst.
2000
Corpus ID: 37763191
1997
1997
Centralizers on prime and semiprime rings
J. Vukman
1997
Corpus ID: 18083830
The purpose of this paper is to investigate identities satisfied by centralizers on prime and semiprime rings. We prove the…
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1997
1997
DERIVATIONS AND CENTRALIZING MAPPINGS IN PRIME RINGS
Tsiu-Kwen Lee
1997
Corpus ID: 55190003
Let $R$ be a prime ring with extended centroid $C$ and $\rho$ a nonzero right ideal of $R$. In this paper we investigate the…
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1993
1993
Ideals and Symmetric Bi-derivations of Prime and Semi-prime Rings
M. Yenigül
,
N. Argac
1993
Corpus ID: 119437973
1988
1988
On Recognisable Properties of Associative Algebras
T. Gateva-Ivanova
,
V. Latyshev
Journal of symbolic computation
1988
Corpus ID: 3480676
1988
1988
Pseudoprime L-Ideals in a Class of F-Rings
Suzanne Larson
1988
Corpus ID: 36932016
In a commutative f-ring, an 1-ideal I is called pseudoprime if ab = 0 implies a E I or b E I, and is called square dominated if…
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1984
1984
Techniques Maketh O.R.
K. Haley
1984
Corpus ID: 61933853
The title of this paper is meant to draw the reader's attention to the commonly held view that O.R. is a collection of techniques…
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1978
1978
A characterization of companionable, universal theories
W. Wheeler
Journal of Symbolic Logic (JSL)
1978
Corpus ID: 40938528
A first-order theory is companionable if it is mutually model-consistent with a model-complete theory. The latter theory is then…
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1957
1957
STRUCTURE THEORY OF FAITHFUL RINGS I. CLOSURE OPERATIONS ON LATTICES(
R. E. Johnson
1957
Corpus ID: 54024668
A ring having no nonzero left annihilator will be called a faithful ring. Thus, if R is a faithful ring, aRlDO for every nonzero…
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