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Stability Theory for Linear Inequality Systems

SIAM Journal on Matrix Analysis and Applications, 1996
The linear inequality systems studied in this paper are of the form \(\sigma_0=\{a_t'x\geq b_t,\;t\in T\}\) where \(T\) is a fixed index set. The set \(T\) need not be finite and it need not be topologized. As for the data, \(a_t=a(t)\in \mathbb{R}^n\) and \(b_t=b(t) \in\mathbb{R}\) for all \(t\in T\).
M A Goberna, Marco A Lopez
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