This article is concerned with the problem of computing discrepancy in LH design and its global optimum designs, The uniform design is compared and improved.
It can be effectively used to solve the problem of computing tunnel diameter and cofferdam height in the organizational design of hydraulic engineering construction.
The problem of computing the free distance of TCM signal sequence has been discussed, a new algorithm-the matrix algorithm is proposed, and the estimation problem of state transition number required for computing the free distance of TCM signal sequence has been theoretically solved.
So the thesis studied the problem of computing migration on complex network by analyzing the data of Internet, which were supported by Skitter project of CAIDA.
In this paper, for solving the complex problem of computing cutting power in theory, the author afford a set of curves for examining the cutting power of CA6140 lathe and establish new math's model present for computing the cutting power of CA6140 lathe according to the actual data from scene.
The present paper deals with the problem of computing a few of the greatest or least eigenvalues and corresponding eigenvectors of large symmetric matrices We discuss application of Chebyshev iteration to Lanczos method,and present an iterative Chebyshev-Lanczos method.
We give equations which make it possible to reduce the problem of determining the aerodynamic characteristics of a body which is not axisymmetric to the problem of computing the flow past an equivalent body of rotation at zero angle of incidence.
Although the problem of computing the Jones polynomial is intractable in the framework of classical complexity theory, it has been recently recognized that a quantum computer is capable of approximating it in an efficient way.
The problem of computing the mean squared error (MSE) of the best linear predictor (BLP) in finite discrete spectrum with an additive white noise models(FDSWNMs) for an observed time series is considered.
The problem of computing a piecewise linear approximation to a surface from its sample has been a focus of research in geometry modeling and graphics due to its widespread applications in computer aided design.
The present paper deals with the problem of computing a few of the greatest or least eigenvalues and corresponding eigenvectors of large symmetric matrices We discuss application of Chebyshev iteration to Lanczos method,and present an iterative Chebyshev-Lanczos method.The practices of computations indicate that the iterative Chebyshev-Lanczos method is superior to the iterative Lanczos method.
The problem of computing the reliability for structures subjectedto unsteady periodic stresses is discussed in this paper.Concerningthe accumulation of fatigue damage, the author gives a nonlinear mo-del which is convenient for us to express the level of stresses and theorder of the action of stresses.
In this paper, we consider the distribution of sum ξ-?? of n independent and truncated normally distributed random variables ξ_1,ξ_2,…,ξ_n.For n≥2, we apply the Edgeworth series to obtain the asymptotic expansions of distribution of theξand compare with normal expansions-the Cram-Charlier series of A type, showing that the former is better than the latter. We determine the recursive formula for computing every order central moment of the truncated normally distribut...