On Ternary Rings of Derivable Planes.
On ternary semifields
In this paper, we introduce the notion of ternary semi-integral domain and ternary semifield and study some of their properties.In particular we also investigate the maximal ideals of the ternary semiring Z¯₀.
On the -generated -near-fields
On the Additive Groups of Finite Near Integral Domains and Simple d.g. Near Rings.
On the additive semigroup of ordered semirings.
On the additive semigroup structure of semirings.
On the additive structure of a class of ordered semirings.
On the Burnside problem for semigroups of matrices in the (max, + ) algebra.
On the Burnside ring and stable cohomotopy of a finite group.
On the Centralizer of a semigroup of group endomorphisms.
On the Knuth semi-fields.
On the lattice of congruences on inverse semirings
Let S be a semiring whose additive reduct (S,+) is an inverse semigroup. The relations θ and k, induced by tr and ker (resp.), are congruences on the lattice C(S) of all congruences on S. For ρ ∈ C(S), we have introduced four congruences and on S and showed that and . Different properties of ρθ and ρκ have been considered here. A congruence ρ on S is a Clifford congruence if and only if is a distributive lattice congruence and is a skew-ring congruence on S. If η (σ) is the least distributive...
On the multiplicative semi-group of near-rings.
On the multiplicative structure of a class of ordered semirings.
On the radical theory of semirings.
On the radicals of near-rings with defect of distributivity.
On the rank of semimodules over semirings.
On the Summands of Near-Rings with ATM.
On uniformly strongly prime Γ-semirings (II)
The Uniformly strongly prime k-radical of a Γ-semiring is a special class which we study via its operator semiring.
On unital extensions of near-rings and their radicals.