V. P. Zahariuta, in 1973, used the theory of Fredholm operators to develop a method to classify Cartesian products of locally convex spaces. In this work we modify his method to study the isomorphic classification of Cartesian products of the kind E0…a† E1 …b† where 1 % p;q < 1 , p ˆj q, a ˆ …an† nˆ1 and b ˆ …bn† nˆ1 are sequences of positive numbers and E0…a†, E1 …b† are respectively `p-finite...

Investigation of aluminium uptake by human erythrocytes was the major aim of this study. Packed red blood cells were incubated in Earle's medium (pH 7.4) containing varying concentrations of aluminium (0-160 /lg/J) as AIK(SO.), and aluminium content of the cells were determined using flameless atomic absorption. There was significant increase in aluminium content of the cells. Addition of 5...

Let n be a natural number such that n ≥ 2, and let a1, . . . an be positive numbers. Considering the notations Si1... ik = ai1 + · · ·+ aik , S = a1 + · · ·+ an, we prove certain inequalities connected to conjugate sums of the form: ∑ 1≤i1<···<ik≤n Si1... ik S − Si1... ik Then provided that 1 ≤ k ≤ n − 1 we give certain lower estimates for expressions of the above form, that extend some cyclic ...

An approximation of function u(x) as a Taylor series expansion about a point x0 at M points xi , ∼i = 1, 2, . . . ,M is used where xi are arbitrary-spaced. This approximation is a linear system for the derivatives u with an arbitrary accuracy. An analytical expression for the inverse matrix A−1 where A = [Aik] = 1 k! (xi − x0) is found. A finite-difference approximation of derivatives u of a gi...

Abstrack : This study aims to determine the response of students Madin qualification program Al-Islam and Muhammadiyah (AIK) courses as well implementation AIK course learning at STIT Bojonegoro where almost all these have Nahdlatul Ulama (NU) background. used a qualitative descriptive analytic method, with focus on research 5th semester total number respondents many 29 who were 2018 class. Dat...

We consider a generalized version of the rooted Connected Facility Location Problem (ConFL) with capacities and prizes on clients as well as capacity constraints on potential facilities. Furthermore, we are interested in selecting and connecting the most profitable client subset (i.e. a prize collecting variant) instead of mandatorily connecting all clients. Connected Facility Location Problems...