This paper introduces a generalization sequence of positive and linear operators integral type based on two parameters to improve the order approximation. First, simultaneous approximation is studied Voronovskaja-type asymptotic formula introduced. Next, an error estimation in found. Finally, numerical example approximate test function its first derivative this given for some values parameters.

The signed permutation modules are a simultaneous generalization of the ordinary and twisted symmetric group. In recent paper Dave Benson Peter Symonds defined new invariant γG(M) for finite dimensional module M group G which attempts to quantify how close is being projective. this paper, we determine all using tools from representation theory combinatorics.

A topological space X is called βκ-normal if for every pair of disjoint regularly closed sets and B, there exist open U V such that = A, B ∩ ∅. In this paper, we investigated a weaker form normality βκ-normality which simultaneous generalization normality, κ-normality almost β-normality. Some new decomposition obtained in terms weakly β-normal spaces.

it is well know that any three impedances or admittances connected into each other in a star form can be easily transformed to a new three impedances or admittances connected into each other in a mesh form. in this paper a generalization of this fact is established and it is shown that in an n + 1 node network which is connected in a form it is always possible to eliminate the center node and o...

We execute four theoretically motivated replications of earlier analyses on business value of information technology (IT). We classify firm level IT value research and select alternative studies to understand and the core logics of current research and its sensitivity to used measures. Simultaneous replication of several models enables generalization across a variety of constructs, and abstract...

When latent variates appear nonadditively in a structural function the effect of a ceteris paribus change in an observable argument of the function can vary across people measured as identical. Models that admit nonadditive structural functions permit responses to policy interventions to have probability distributions. Knowledge of the distributions of responses is important for welfare analysi...

IN THIS PAPER we derive the asymptotic distribution of multistep prediction from the general dynamic simultaneous equation model. The approach taken is a generalization of that of Schmidt [4] who considered a model with uncorrelated errors. It seems worthwhile to extend Schmidt's results, since the estimation of dynamic simultaneous equation models with autoregressive errors is now fairly commo...

When latent variates appear nonadditively in a structural function the effect of a ceteris paribus change in an observable argument of the function can vary across people measured as identical. Models that admit nonadditive structural functions permit responses to policy interventions to have probability distributions. Knowledge of the distributions of responses is important for welfare analysi...

This paper is concerned with the generalization analysis on learning to rank for information retrieval (IR). In IR, data are hierarchically organized, i.e., consisting of queries and documents. Previous generalization analysis for ranking, however, has not fully considered this structure, and cannot explain how the simultaneous change of query number and document number in the training data wil...