Pontryagin's maximum principle

principle in optimal control theory for best way to change state in a dynamical system

Wikidata entity: Q3491629

P2534	defining formula	Math	$H (x^{} (t), u^{} (t), λ^{} (t), t) \leq H (x^{} (t), u, λ^{*} (t), t), \forall u \in 𝒰, t \in [t_{0}, t_{f}]$	???
P31	instance of	...	Q65943 (theorem)	theorem
P6104	maintained by WikiProject	...	Q8487137 (WikiProject Mathematics)	WikiProject Mathematics
P138	named after	...	Q451319 (Lev Pontryagin)	Lev Pontryagin

External Ids

P7554	Encyclopedia of Mathematics article ID	Pontryagin_maximum_principle
P646	Freebase ID	/m/03fjmb
P2924	Great Russian Encyclopedia Online ID (old version)	3158323
P6366	Microsoft Academic ID (discontinued)	141803461
P10283	OpenAlex ID	C141803461
P10376	ScienceDirect topic ID	engineering/pontryagins-maximum-principle

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