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Let 9l be an expansion of a dense linear order (R, <) without endpoints having the intermediate value property, that is, for all a, b c R, every continuous (parametrically) definable function f: [a,… (More)
We introduce the notion of a parametrized family (H)p)p∈P of hybrid systems, and consider questions of reachability in the systems Hp as the parameter p ranges over P. Under the assumption of a… (More)
Abstract We investigate expansions of the ordered field of real numbers equipped with a family of real power functions. We show in particular that the (O-minimal) theory of the ordered field of real… (More)
In this paper, we continue investigations into the asymptotic behavior of solutions of differential equations over o-minimal structures. Let ℜ be an expansion of the real field (ℝ, +, ·). A… (More)
The theory of subanalytic sets is an excellent tool in various analytic-geometric contexts, including geometric control theory. (See , for example.) One can axiomatize the notion of "behaving… (More)
This study seeks to complicate the rather one-dimensional character of so-called “Orientalist” discourse as outlined by Edward Said by examining the way in which periodical literature in the United… (More)