title: Temporal and spatial stability in translation invariant linear resistive networks.
abstract: Simple algebraic methods are proposed to evaluate the temporal and spatial stability of translation invariant linear resistive networks. Temporal stability is discussed for a finite number of nodes n. The proposed method evaluates stability of a Toeplitz pencil A(n)(a)+muB(n)(b) in terms of parameters a(i ) and b(i). In many cases a simple method allows one to verify positive definition of B(n)(b) in terms of b(i) only.
authors.affiliation: Inst. of Fundamental Technol. Res., Polish Acad. of Sci., Warsaw.
authors.forename: M K
authors.initials: MK
authors.lastname: Solak