id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
bae-7675	Paris, Quirino	Positive Mathematical Programming and Risk Analysis	2019	25	.pdf	application/pdf	9135	461	60	Here marginal cost has two parts: the marginal cost due to limiting and vari- able inputs, A´y+Wh, and the marginal cost of output price risk, γ(x´∑px)(γ/2-1)∑px. Because constraints (16)-(22) represent primal and dual relations and their complementary slackness conditions, any feasible solution of rela- tions (16)-(22) constitutes an admissible economic equilibrium that is consistent with the behavior of decision making under price risk.	cache/bae-7675.pdf	txt/bae-7675.txt