Description Usage Arguments Value
This function generates the component of the constraint matrix in the LP/QCQP problem pertaining to the lower and upper bounds on the MTRs and MTEs. These bounds are declared by the user.
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A0 
the matrix of values from evaluating the MTR for control observations over the grid generated to perform the audit. This matrix will be incorporated into the final constraint matrix for the bounds. 
A1 
the matrix of values from evaluating the MTR for control observations over the grid generated to perform the audit. This matrix will be incorporated into the final constraint matrix for the bounds. 
sset 
a list containing the point estimates and gamma components associated with each element in the Sset. 
gridobj 
a list containing the grid over which the monotonicity and boundedness conditions are imposed on. 
uname 
name declared by user to represent the unobservable term. 
m0.lb 
scalar, lower bound on MTR for control group. 
m0.ub 
scalar, upper bound on MTR for control group. 
m1.lb 
scalar, lower bound on MTR for treated group. 
m1.ub 
scalar, upper bound on MTR for treated group. 
mte.lb 
scalar, lower bound on MTE. 
mte.ub 
scalar, upper bound on MTE. 
solution.m0.min 
vector, the coefficients for the MTR for

solution.m1.min 
vector, the coefficients for the MTR for

solution.m0.max 
vector, the coefficients for the MTR for

solution.m1.max 
vector, the coefficients for the MTR for

audit.tol 
feasibility tolerance when performing the
audit. By default to set to be equal 
direct 
boolean, set to 
a constraint matrix for the LP/QCQP problem, the associated vector of inequalities, and the RHS vector in the inequality constraint. The objects pertain only to the boundedness constraints declared by the user.
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