JPMJMI17Aozuma 自己位置推定機器の革新的な高精度化及び小型化につながる量子慣性センサー技術

A monotone iteration scheme for traveling waves based on ordered upper and lower solutions is derived for a class of nonlocal dispersal system with delay.. Such system can be used

In recent years, several methods have been developed to obtain traveling wave solutions for many NLEEs, such as the theta function method 1, the Jacobi elliptic function

7, Fan subequation method 8, projective Riccati equation method 9, differential transform method 10, direct algebraic method 11, first integral method 12, Hirota’s bilinear method

A new method is suggested for obtaining the exact and numerical solutions of the initial-boundary value problem for a nonlinear parabolic type equation in the domain with the

[18] , On nontrivial solutions of some homogeneous boundary value problems for the multidi- mensional hyperbolic Euler-Poisson-Darboux equation in an unbounded domain,

The fundamental input of the project is the recognition that Tomita–Takesaki modular theo- ry (the “heart” of equilibrium quantum statistical mechanics) can be reinterpreted as a way

“rough” kernels. For further details, we refer the reader to [21]. Here we note one particular application.. Here we consider two important results: the multiplier theorems

はじめに 中小造船所では、少子高齢化や熟練技術者・技能者の退職の影響等により、人材不足が