AbstractThe set of D-stable matrices is studied from a differentiable viewpoint, and some general properties of the set are obtained. We study also those 4 by 4 D-stable matrices A which have the property that A+tI is D-stable for all t⩾0. An example of a 4 by 4 D-stable matrix A without the property is given
summary:We give detailed discussion of a procedure for determining the robust $D$-stability of a $4\...
A square matrix F is said to be D-stable if the eigenvalues of DF have negative real parts for any d...
AbstractIn this paper, we prove a new sufficient condition for D-stability of a matrix. We then use ...
AbstractThe problem of characterizing the class of D-stable matrices has remained unsolved since its...
AbstractLet DSn(F) denote the set of n×n D-stable matrices with entries from F⊆C. A characterization...
AbstractIn this paper, we prove a new sufficient condition for D-stability of a matrix. We then use ...
AbstractMotivated by the paper by Johnson, the 13 sufficient conditions are extended to robust D-sta...
AbstractThis paper extends some results on the structure of subsets of the set of stable matrices. F...
AbstractIt is shown that vertex stability implies Schur D-stability for real 2 × 2 matrices and real...
The concept of D-stability is relevant for stable square matrices of any order, especially when they...
The concept of D-stability is relevant for stable square matrices of any order, especially when they...
The concept of D-stability is relevant for stable square matrices of any order, especially when they...
Abstract. We give detailed discussion of a procedure for determining the robust D-stability of a 4×4...
The concept of D-stability is relevant for stable square matrices of any order, especially when they...
AbstractThe problem of characterizing the class of D-stable matrices has remained unsolved since its...
summary:We give detailed discussion of a procedure for determining the robust $D$-stability of a $4\...
A square matrix F is said to be D-stable if the eigenvalues of DF have negative real parts for any d...
AbstractIn this paper, we prove a new sufficient condition for D-stability of a matrix. We then use ...
AbstractThe problem of characterizing the class of D-stable matrices has remained unsolved since its...
AbstractLet DSn(F) denote the set of n×n D-stable matrices with entries from F⊆C. A characterization...
AbstractIn this paper, we prove a new sufficient condition for D-stability of a matrix. We then use ...
AbstractMotivated by the paper by Johnson, the 13 sufficient conditions are extended to robust D-sta...
AbstractThis paper extends some results on the structure of subsets of the set of stable matrices. F...
AbstractIt is shown that vertex stability implies Schur D-stability for real 2 × 2 matrices and real...
The concept of D-stability is relevant for stable square matrices of any order, especially when they...
The concept of D-stability is relevant for stable square matrices of any order, especially when they...
The concept of D-stability is relevant for stable square matrices of any order, especially when they...
Abstract. We give detailed discussion of a procedure for determining the robust D-stability of a 4×4...
The concept of D-stability is relevant for stable square matrices of any order, especially when they...
AbstractThe problem of characterizing the class of D-stable matrices has remained unsolved since its...
summary:We give detailed discussion of a procedure for determining the robust $D$-stability of a $4\...
A square matrix F is said to be D-stable if the eigenvalues of DF have negative real parts for any d...
AbstractIn this paper, we prove a new sufficient condition for D-stability of a matrix. We then use ...
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