Risk-averse multi-product selective newsvendor problem with different market entry scenarios under CVaR criterion
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文摘
We model three cases of risk-averse multi-product multi-market newsvendor problem. Market demands are assumed to be independent and normally distributed. The decision variables are the order quantity of each product and markets to serve. We provide binary nonlinear and conic quadratic mixed integer formulations. Solution algorithms are proposed to solve the models in polynomial time.

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