Oracle for profit maximization problem (discrete version) More...

#include <profit_oracle.hpp>

Public Member Functions
	ProfitOracleQ (double p, double A, double k, const Vec &a, const Vec &v)
	Construct a new profit q oracle object.

auto	assess_optim_q (const Vec &y, double &gamma, bool retry) -> std::tuple< Cut, bool, Vec, bool >
	Make object callable for cutting_plane_optim_q()

Detailed Description

Oracle for profit maximization problem (discrete version)

This example is taken from [Aliabadi and Salahi, 2013]

max     p(A x1^alpha x2^beta) - v1*x1 - v2*x2
s.t.    x1 \le k

where:

p(A x1^alpha x2^beta): Cobb-Douglas production function
p: the market price per unit
A: the scale of production
alpha, beta: the output elasticities
x: input quantity (must be integer value)
v: output price
k: a given constant that restricts the quantity of x1

See also: ProfitOracle

Constructor & Destructor Documentation

◆ ProfitOracleQ()

ProfitOracleQ::ProfitOracleQ	(	double	p,
		double	A,
		double	k,
		const Vec &	a,
		const Vec &	v
	)

inline

Construct a new profit q oracle object.

Parameters

[in]	p	the market price per unit
[in]	A	the scale of production
[in]	k	a given constant that restricts the quantity of x1
[in]	a	the output elasticities
[in]	v	output price

Member Function Documentation

◆ assess_optim_q()

auto ProfitOracleQ::assess_optim_q	(	const Vec &	y,
		double &	gamma,
		bool	retry
	)		-> std::tuple< Cut, bool, Vec, bool >

Make object callable for cutting_plane_optim_q()