In this paper, we prove a Szegö type limit theorem on l(Z). We consider operators of the form H = ρ∆+|ξ|, 0 ≤ ρ, 0 < k < 2 on l(Z) and πλ the orthogonal projection of l (Z) on to the space of eigenfunctions of H with eigenvalues ≤ λ. We take A be a 0th order self adjoint pseudo difference operator with symbol a(ξ, x) satisfying [A,H ](H +1) bounded for some 0 < σ < 1 2 . Then for f ∈ C(R) and (...

In this paper, we first construct the function space of (L, M)-fuzzy Q-convergence spaces to show Cartesian-closedness category M)-QC spaces. Secondly, introduce several subcategories M)-QC, including M)-KQC Kent spaces, M)-LQC Q-limit and M)-PQC pretopological investigate their relationships.

in order to study the effects of intra and inter-row spaces and planting pattern on the yield components, seed and oil yield of pumpkin (cucurbita pepo l.), a field experiment was conducted as split-split plot based on randomized block design with three replications during 2009-2010 at the agricultural research station of ferdowsi university of mashhad, iran. two levels of inter-row space (1 an...

We show that, under certain natural assumptions, large random plane bipartite maps with a boundary converge after rescaling to a one-parameter family (BDL, 0 < L < ∞) of random metric spaces homeomorphic to the closed unit disk of R2, the space BDL being called the Brownian disk of perimeter L and unit area. These results can be seen as an extension of the convergence of uniform plane quadrangu...

We give an algorithm for Exact Satisfiability with polynomial space usage and a time bound of poly(L) ·m!, where m is the number of clauses and L is the length of the formula. Skjernaa has given an algorithm for Exact Satisfiability with time bound poly(L) · 2 but using exponential space. We leave the following problem open: Is there an algorithm for Exact Satisfiability using only polynomial s...