Add to ORKG<正> Following our previous works, in this paper we give the general form of boundary theorems of polynomial families, with which the existing theorems for the robust stability of polynomial families can be simply and clearly proved, thus offering an effective method for further study. And some resul...SCI(E)0154-613
Let P be a set of real polynomials of degree n. Set P can be identified with some subset P of Rn con...
In this paper it is shown that in order to check the stability of a diamond family of multivariate p...
Here we present the smallest stability verifying set of edge polynomials for a diamond of complex bi...
Following our previous works[1,2], in this paper we give the general form of boundary theorems of po...
The robust stability of a class of polynomial families, more general than the interval polynomial fa...
<正> In this paper,we discuss the robust stability of a class of polynomial families more gener...
Kharitonov-like result and edge result are established for the stability of a class of polynomial fa...
http://gateway.webofknowledge.com/gateway/Gateway.cgi?GWVersion=2&SrcApp=PARTNER_APP&SrcAuth=LinksAM...
This paper treats the problem of root distribution invariance of polynomial families. We first estab...
AbstractLet Cf1,…,fm be a polytope generated by complex polynomials f1,…,fm whose degrees differ at ...
Recently, the authors introduced the "guardian map" approach as a unifying tool in the study of robu...
The stability robustness of both continuous and discrete-time dynamical systems is tantamount to the...
AbstractIn this paper, we explore the new and emerging research area of robust stability and study i...
In this paper, the robust D stability problems are studied by value mapping and parameterization app...
Dual to the interval model, the diamond model proves to be an alternative powerful device for taking...
Let P be a set of real polynomials of degree n. Set P can be identified with some subset P of Rn con...
In this paper it is shown that in order to check the stability of a diamond family of multivariate p...
Here we present the smallest stability verifying set of edge polynomials for a diamond of complex bi...
Following our previous works[1,2], in this paper we give the general form of boundary theorems of po...
The robust stability of a class of polynomial families, more general than the interval polynomial fa...
<正> In this paper,we discuss the robust stability of a class of polynomial families more gener...
Kharitonov-like result and edge result are established for the stability of a class of polynomial fa...
http://gateway.webofknowledge.com/gateway/Gateway.cgi?GWVersion=2&SrcApp=PARTNER_APP&SrcAuth=LinksAM...
This paper treats the problem of root distribution invariance of polynomial families. We first estab...
AbstractLet Cf1,…,fm be a polytope generated by complex polynomials f1,…,fm whose degrees differ at ...
Recently, the authors introduced the "guardian map" approach as a unifying tool in the study of robu...
The stability robustness of both continuous and discrete-time dynamical systems is tantamount to the...
AbstractIn this paper, we explore the new and emerging research area of robust stability and study i...
In this paper, the robust D stability problems are studied by value mapping and parameterization app...
Dual to the interval model, the diamond model proves to be an alternative powerful device for taking...
Let P be a set of real polynomials of degree n. Set P can be identified with some subset P of Rn con...
In this paper it is shown that in order to check the stability of a diamond family of multivariate p...
Here we present the smallest stability verifying set of edge polynomials for a diamond of complex bi...