Titlebook: Optimization—Theory and Applications; Problems with Ordina Lamberto Cesari Book 1983 Springer-Verlag New York Inc. 1983 Maxima.Optimale Reg

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Proofs of the Necessary Condition for Control Problems and Related Topics,subset of the .-space ., .= (.,….)the control variable. Let . = [(.,.,.)|(.,.)∈., . ∈ .(.)] be a closed subset of ., and let . = (.,…,.) be a continuous vector function from . into .. Let the boundary set . be a closed set of points (.,.,.,.) in ., . = (.,….), . = (.,….). Let . be a continuous funct

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Existence Theorems: The Use of Lipschitz and Tempered Growth Conditions,a great many alternative conditions (conditions of the ., and . type below), all easy to verify and of some practical interest. Of course, the result will apply also to extended free problem ., or in the notation above . with . = ., . ∈ .(.) ⊂ .. = ., (or . ∈ . = . as in classical free problems). On

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Existence Theorems: Problems of Slow Growth, considered in Chapters 11, 12, 13. Well known problems are of this kind (cf. Section 3.12). There are a number of methods to cope with these problems; we mention here one based on their reduction to equivalent “parametric problems” (Sections 14.1–2). In Section 14.3 we state a number of existence t

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