Study on an Amphibious Father-son Robotic System-香川大学学術情報リポジトリ

Nonlinear systems of the form 1.1 arise in many applications such as the discrete models of steady-state equations of reaction–diffusion equations see 1–6, the discrete analogue of

2.1. A local solution of the blowup system.. in this strip. Straightening out of a characteristic surface. Reduction to an equation on φ.. are known functions. Construction of

Here we continue this line of research and study a quasistatic frictionless contact problem for an electro-viscoelastic material, in the framework of the MTCM, when the foundation

In order to be able to apply the Cartan–K¨ ahler theorem to prove existence of solutions in the real-analytic category, one needs a stronger result than Proposition 2.3; one needs

Section 3 is first devoted to the study of a-priori bounds for positive solutions to problem (D) and then to prove our main theorem by using Leray Schauder degree arguments.. To show

We propose to study the e ff ects of an Oldroyd-B fluid on the mechanism of peristaltic transport in a planar channel.. Of course the natural coordinate system is axisymmet-

To conclude, we present, under suitable condi- tions, a result on the existence of impulsive cocycle attractor for an impulsive nonautonomous dynamical system and an example,

The set of valid moves gives rise to an asynchronous discrete dynamical system, called the lit-only σ-game on G, and the dynamical behavior of this system is captured by its phase