厚板・形鋼兼用自動ショット塗装設備の開発

The importance of our present work is, in order to construct many new traveling wave solutions including solitons, periodic, and rational solutions, a 2 1-dimensional Modi-

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

In this paper, we apply the modified variational iteration method MVIM, which is obtained by the elegant coupling of variational iteration method and the Adomian’s polynomials

Based on these results, we first prove superconvergence at the collocation points for an in- tegral equation based on a single layer formulation that solves the exterior Neumann

We show that for a uniform co-Lipschitz mapping of the plane, the cardinality of the preimage of a point may be estimated in terms of the characteristic constants of the mapping,

Furthermore, we also consider the viscosity shrinking projection method for finding a common element of the set of solutions of the generalized equilibrium problem and the set of

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

The Dubrovin–Novikov procedure is well justified in the averaging of the Gardner–Zakharov–Faddeev bracket on the m-phase solutions of KdV for any m and provides a local