Titlebook: Cell-to-Cell Mapping; A Method of Global A C. S. Hsu Book 1987 Springer Science+Business Media New York 1987 Potential.Power.Rang.algorithm

寡頭政治

并置

finite

相一致

慢跑鞋

頭盔

Parallel

補(bǔ)充

J?rg Schildknecht,Rebecca Dickey,Lisa Ferrised the singular entities of such cell functions. These include non-degenerate and degenerate singular .-multiplets .., . ∈ . + 1, and cores of singular multiplets. We recall here that for dynamical systems governed by ordinary differential equations (Coddington and Levinson [1955], Arnold [1973]) an

盡忠

https://doi.org/10.1007/978-3-319-72968-8rs. In this chapter we use simple cell mappings as tools to investigate the global behavior of dynamical systems governed by point mappings and differential equations. We first review the center point method by which a simple cell mapping can be constructed for a point mapping or for an ordinary dif

江湖騙子

https://doi.org/10.1007/978-3-319-72968-8a nonlinear system governed by a differential equation or a point mapping, it is quite effective in delineating the broad pattern of the global behavior of the system. Since in creating the simple cell mapping only one point within the cell, usually the center point, is used, one cannot expect the m