IN the investigation of stability problems in physical science it is essential that ‘stability criteria’ be available to ensure that the characteristic equation, which is usually an algebraic polynomial equation, is such that the roots, if real, are negative; and, if complex, have their real parts negative.
Polynomial Characteristic Equations
Criteria for Quadratic Factors to be Positive
Aircraft Engineering and Aerospace Technology ; 27 , 12 ; 419-420
1955-12-01
2 pages
Article (Journal)
Electronic Resource
English
A study of polynomial equations
SLUB | 1930
|Design method of eigenvalue assignment based on standard characteristic polynomial
Tema Archive | 2009
|Canonical Matrix Factorisation and Polynomial Riccati Equations
British Library Online Contents | 1997
|Fitting Polynomial Equations to Curves and Surfaces
NTRS | 1986
|Characteristic equations for different ARROW structures
British Library Online Contents | 1999
|