in this paper, we present a numerical method for solving nonlinear fredholm and volterra integral equations of the second kind which is based on the use of haar wavelets and collocation method. we use properties of block pulse functions (bpf) for solving volterra integral equation. numerical examples show efficiency of the method.

In this paper we study some new theories of characteristic homology classes of singular complex algebraic varieties. First we introduce a natural transformation Ty : K0(var/X) → H∗(X) ⊗ Q[y] commuting with proper pushdown, which generalizes the corresponding Hirzebruch characteristic. Here K0(var/X) is the relative Grothendieck group of complex algebraic varieties over X as introduced and studi...

We consider the case where a parameter, ; is estimated by maximizing a criterion function, Q(X ; ). The estimate is then used to evaluate the criterion function with the same data, X , as well as with an independent data set, Y. The in-sample …t and out-of-sample …t relative to that of 0; the “true”parameter, are given by Tx;x = Q(X ; ̂x) Q(X ; 0) and Ty;x = Q(Y; ̂x) Q(Y; 0). We derive the limi...

In this paper, we establish the generalized Hyers-Ulam stability of Jordan homomorphisms and Jordan derivations between ternary algebras via the generalized Jensen equation rf( sx+ty r ) = sf(x) + tf(y).

Bovine myelin basic protein (MBP), charge isoform I (CI) was carboxylmethylated by the enzyme a-aspar ty l /Lisoaspartyl protein methyltransferase (EC. 2.1.1.77) and the carboxylmethylated protein was subjected to proteolysis by sequencing grade staphylococcal V 8 proteinase at pH 4.0 to identify its carboxylmethylated modified aspartate a n d / o r asparagine residues which are recognized by t...

A greenhouse experiment was conducted in 2013 in Research Lab of Karaj Islamic Azad University to determine the yield and activity of chemical markers as the response to different concentrations of Cadmium (Cd) (0, 5, 10 and 20 mg of Cd/kg of soil) in wheat cultivars (Karaj 1 and Karaj 2). Treatments were tested in a factorial experiment with four replications in 7.5 kg plastic pots. The respon...

In this paper, we establish the generalized Hyers–Ulam–Rassias stability of homomorphisms between ternary algebras associted to the generalized Jensen functional equation rf( sx+ty r ) = sf(x) + tf(y).

1. A N D E R S O N , R. V. 1978. Hel ico ty lenchus u robe lus n. sp. (Nematoda : Hoplo la imidae) f rom New Brunswick, Canada . Can. J. Zool. 56:1232-1234. 2. JENKINS, W. R. 1964. A rap id cent r i fugal f lotation t echn ique for separa t ing nematodes f rom soil. P l an t Dis. Rept r . 48:692. 3. MAMIYA, Y. 1968. Ro ty lenchus p in i n. sp. (Nematoda: Hoplo la imidae) f rom forest nurs eries...

Let H be a real Hilbert space and let C be a nonempty closed convex subset of H . Let F :H →H be an operator such that for some constants k,η > 0, F is k-Lipschitzian and η-strongly monotone on C; that is, F satisfies the following inequalities: ‖Fx− Fy‖ ≤ k‖x− y‖ and 〈Fx− Fy,x− y〉 ≥ η‖x− y‖2 for all x, y ∈ C, respectively. Recall that T is nonexpansive if ‖Tx−Ty‖ ≤ ‖x− y‖ for all x, y ∈H . We ...