As above, ∥.∥ is the Euclidean norm and Ω (r) is the ball in Cn with a radius r ≤ ∞ and with the center at zero. Let (Formula presented) be an n × n-matrix for every h ∈ Ω(r) and t ≥ 0. Everywhere below it is assumed that B(h,t) continuously depends on h ∈ Ω(r) and t ≥ 0.
|Title of host publication||Explicit Stability Conditions for Continuous Systems|
|Subtitle of host publication||A Functional Analytic Approach|
|Number of pages||17|
|ISBN (Print)||3540239847, 9783540239840|
|State||Published - 4 Aug 2005|
|Name||Lecture Notes in Control and Information Sciences|