Chapter 2: Chapter 2

A continuous-time behavior is one for which \- \(\mathcal{T}=\mathbb{R}\); \- U is a metric space; \- \(y\) is a metric space; and for each \(\sigma<\tau\) it holds that the domain of each $\lambda^{\sigma, \tau}\( is an open subset of \)\mathcal{L}_{U}^{\infty}(\sigma, \tau)$ and \(\lambda^{\sigma, \tau}\) is continuous.