The theory of vibrating systems with a finite number of degrees of freedom involves matrix polynomials with certain symmetry properties. In engineering, the transfer function of a linear time invariant multivariable control system is a matrix valued rational function. In numerical analysis, the behavior...
The numerical results show the prescription of the double scaling limit. PACS: 11.25.sq Keywords: IIB Matrix theory; Numerical analysis; Scaling structure; Area law ∗ E-mail address: horata@ccthmail.kek.jp † E-mail address: egawah@ccthmail.kek.jp 1 Introduction Recent works in string ...
2 Introduction to matrix theory An n × m matrix B is a rectangular array of elements arranged in a set of n horizontal rows and m vertical columns: B=(b11b12⋯b1mb21b22⋯b2m⋯⋯⋯⋯bn1bn2⋯bnm) where the subscript is used to denote the (row, column) position of each...
10.1.1.129.2211 Random Matrix Theory Predictions for the Asymptotics of the Moments of the Riemann Zeta Function and Numerical Tests of the Predictions (2006) 热度: Analysis of mechanical properties of woven textile composites as a function of textile geometry ...
- 《Esaim Mathematical Modelling & Numerical Analysis》 被引量: 45发表: 2010年 Modal theory for the two-frequency mutual coherence function in random media: general theory and plane wave solution: II In a previous publication (part I) it has been shown that for an arbitrary statistically ...
Finally, through the numerical analysis we discussed the influence of players' emotional preference for Nash equilibrium. 展开 关键词: RDEU-Bimatrix Game Model Game Theory Non-expected utility Emotional Function 会议名称: International Conference on Intelligent Human-machine Systems & Cybernetics ...
Any matrix with no nonpositive real eigenvalues has a unique square root for which every eigenvalue lies in the open right half-plane. A link between the matrix sign function and this square root is exploited to derive both old and new iterations for the square root from iterations for the...
In particular, given vectors , , , a Stieltjes (i.e., a symmetric M-)matrix and a regularization parameter , we consider: The -problem (1) where the univariate -function for is the indicator function of sparsity. For an additional scalar , the -problem (2) see also (8). For...
Methods in Nonlinear Mechanics》《Fourier Analysis of Numerical Approximations of Hyperbolic Equations》《Boundary Stabilization of Thin Plates》《The Boundary Function Method for Singular Perturbed Problems》《Methods and Applications of Interval Analysis (SIAM Studies in Applied and Numerical Mathematics)》等...
The sign function is a useful tool for solving the Lyapunov and the Riccati equation which arise from problems related to control theory.It is also used to solve some eigenvalue problems and to compute invariant subspaces.In this paper,a secant method is proposed to compute the sign function ...