By utilizing homomorphisms and -strong semilattice of semigroups, we show that the Green (*,~)-relation H*,~ is a regular band congruence on a r-ample semigroup
Recent developments in mathematics have in a sense organized objects of study into categories, where properties of mathematical systems can be unified and simpl
We present a complete interpretation theory in the following sense: we observe that each measuring device represents a concept set (such as the set of locations
In this paper, we shall establish an inequality for differentiable co-ordinated convex functions on a rectangle from the plane. It is connected with the left si
In this paper, we find particular use for a maximally entangled initial state that produces a quantized version of two player two strategy games. When applied t
In this paper, we investigate some argument properties for analytic functions with fixed second coefficient and positive real part. And we apply the argument pr
We show that each irreducible, transitive finite-dimensional graded Lie algebra over a field of prime characteristic p contains an initial subalgebra in which t
The automorphism group of a flag-transitive 6–(v, k, 2) design is a 3-homogeneous permutation group. Therefore, using the classification theorem of 3–homogene