In this paper, two pairs of new inequalities are given, which decompose two Hilbert-type inequalities.

minkowski type inequalities for the seminormed fuzzy integrals on abstract spaces are studied in a rather general form. also related inequalities to minkowski type inequality for the seminormed fuzzy integrals on abstract spaces are studied. several examples are given to illustrate the validity of theorems. some results on chebyshev and minkowski type inequalities are obtained.

A technique by Rogers-Ramachandran and Ramachandran [Vis. Res. 38 (1998) 71-77] was adapted to evaluate magnocellular (M) and parvocellular (P) visual processing efficiency, with identical task structure, in normal and dyslexic children. A battery of phonological, orthographic and cognitive tasks was administered to assess reading ability and component reading skills in both groups. For the vis...

Combination of solutionsby Gerry Leversha, St. Paul's School, London, England, and Kenneth M. Wilke, Topeka, KS, USA. Let n, b and c be the sides of the triangle. Since the perimeter n+ b+ c = 4n, if b < n then c > 2n, contradicting the triangle inequality. Hence we can take n < b < c < 2n. Furthermore we can assume that n, b and c are coprime; for, if (n; b) = d > 1 say, then djc since c = 3n ...

in this paper, some basic results concerning strict, nonstrict inequalities, local existence theorem and differential inequalities  have been proved for an ivp of first order hybrid  random differential equations with the linear perturbation of second type. a comparison theorem is proved and  applied to prove the uniqueness of random solution for the considered perturbed random differential equ...

‎this paper presents two main results that the singular values of the hadamard product of normal matrices $a_i$ are weakly log-majorized by the singular values of the hadamard product of $|a_{i}|$ and the singular values of the sum of normal matrices $a_i$ are weakly log-majorized by the singular values of the sum of $|a_{i}|$‎. ‎some applications to these inequalities are also given‎. ‎in addi...

In this work, we give an identity that leads to establishing the operator . Also, introduce polynomials addition, provide Operator proof for generating function with its extension and Rogers formula The bivariate Rogers-Szegö are deduced. allows obtain inverse linearization , which deduce A solution a q-difference equation is introduced expressed in terms of operators method used recover