Infinite-time reachable abundance of linear discrete systems with Jordan system matrix In my blog article “Reachable abundance of linear discrete systems with Jordan system matrix”(http://blog.sciencenet.cn/blog-3343777-1085609.html) it is proven that the reachable abundan ...
Reachable abundance of linear discrete systems with Jordan system matrix When the linear discrete systems are with some repeated roots, the system matrices can be transformed as the upper Jordan matrices, that is, the matrices of the system models can be repr ...
The Variable Spaces in Fuzzy Control Systems Fuzzy Control is a new control method emerged in 1970's and its fundaments are fuzzy set theory and fuzzy approximation theory. For the fuzzy control method, firstly, the input variables and the output variables (or state variables) of the ...
Volume computing of a special polyhedron in n-dimensions space 1. Definition of a special polyhedron spanned by a set of -dimensions vectors Definition 1. The polyhedrons spanned by the -dimensions vectors of matrix and the parameter set with the finite interval are ...
Computing on the reconstructable abundance of the linear continuous-time systems with the different real roots In my blog article “Reconstructable abundance of the linear continuous-time systems”(http://blog.sciencenet.cn/blog-3343777-1083864.html), the reconstructable ab ...
Reconstructable abundance of the linear continuous-time systems In my paper arXiv1705.08064(On Controllable Abundance Of Saturated-input Linear Discrete Systems), the controllable abundance as a new measure for metering the control ability is defined and discussed in detail ...
Major factors determined the controllable abundance of the linear continuous-time systems In my blog article, “Approximate computation of the infinite-time controllable abundance for linear continuous-time systems” (http://blog.sciencenet.cn/blog-3343777-1066456.html), when the matrix of th ...
Volume computing of the continuous geometry with the boundary described by multiple variables In my study on the controllable abundance of linear continuous-time systems, the volume of a special continuous geometry with the boundary described by multiple variables is co ...