鉱石ヤード運転制御システム

Quadratic systems with an invariant algebraic curve have been studied by many authors, for example Schlomiuk and Vulpe [14, 16] have studied quadratic systems with invariant

Projection of Differential Algebras and Elimination As was indicated in 5.23, Proposition 5.22 ensures that if we know how to resolve simple basic objects, then a sequence of

This approach is not limited to classical solutions of the characteristic system of ordinary differential equations, but can be extended to more general solution concepts in ODE

For quite some time a great deal of effort has been dedicated to the study of electrical behav- ior of brain cells; different models have come out since the Hodgkin-Huxley model

In this section, we establish some uniform-in-time energy estimates of the solu- tion under the condition α − F 3 c 0 > 0, based on which the exponential decay rate of the

We find the criteria for the solvability of the operator equation AX − XB = C, where A, B , and C are unbounded operators, and use the result to show existence and regularity

Solutions of integral equa- tions are expressed by the inverse operators of auxiliary exterior and interior boundary value problems, i.e., theorems on the solvability of

We present sufficient conditions for the existence of solutions to Neu- mann and periodic boundary-value problems for some class of quasilinear ordinary differential equations.. We