J169 e IEEE 2016 9 最近の更新履歴 Hideo Fujiwara J169 e IEEE 2016 9

A generalization of Theorem 12.4.1 in [20] to the generalized eigenvalue problem for (A, M ) provides an upper bound for the approximation error of the smallest Ritz value in K k (x

We proposed an additive Schwarz method based on an overlapping domain decomposition for total variation minimization.. Contrary to the existing work [10], we showed that our method

A variety of powerful methods, such as the inverse scattering method [1, 13], bilinear transforma- tion [7], tanh-sech method [10, 11], extended tanh method [5, 10], homogeneous

The objective of this paper is to apply the two-variable G /G, 1/G-expansion method to find the exact traveling wave solutions of the following nonlinear 11-dimensional KdV-

Wheeler, “A splitting method using discontinuous Galerkin for the transient incompressible Navier-Stokes equations,” Mathematical Modelling and Numerical Analysis, vol. Schotzau,

To derive a weak formulation of (1.1)–(1.8), we first assume that the functions v, p, θ and c are a classical solution of our problem. 33]) and substitute the Neumann boundary

After briefly summarizing basic notation, we present the convergence analysis of the modified Levenberg-Marquardt method in Section 2: Section 2.1 is devoted to its well-posedness

Many families of function spaces play a central role in analysis, in particular, in signal processing e.g., wavelet or Gabor analysis.. Typical are L p spaces, Besov spaces,