AIMMS to CONOPT Mapping

Description

The table shows in the left column the AIMMS CONOPT options; the right column displays for the AIMMS option the CONOPT parameter that is associated with it.

Option name in AIMMS	Name in CONOPT
Box Size Factor Linear Variables	RTBOXF
Box Size Tolerance	RTBOX
Box Size Tolerance Linear	RTBOXL
Fixed Variables Tolerance Derived Bounds	RTBNDT
Fixed Variables Tolerance Initial Bounds	RTBNDI
Logical Switch for Selection of Slacks	LSLACK
Method for Defined Variables	LMUSDF
Method for Finding Maximal Step	LMMXSF
Method for Finding Maximal Tight Step	LMMXST
Method for Linear Feasibility Models	LMETHOD
Method for Reduced Hessian	LMNDIA
Penalty Constraints Ratio	RTNOPN
Relative Objective Accuracy	RTOBJR
SLP Mode	LSESLP
SQP Mode	LSESQP
Steplength Multiplier	RVSTLM
Use No-Penalty Model	DONOPEN
Zero Filter Tolerance Jacobian Elements	RTMINA
Check 1st Order Derivatives	LKDEBG
Check 2nd Order Derivatives	LKDEB2
Tolerance 2nd Order Derivatives Check	RT2DRV
Bound Tolerance	RTBND1
Feasibility Tolerance Triangular Part	RTNWTR
Maximal Feasibility Tolerance	RTNWMA
Method for Initial Basis	LSCRSH
Minimal Feasibility Tolerance	RTNWMI
Model is Convex	ISCONVEX
Model is Square System	LSSQRS
Limit on Candidates for Defined Variable	LFUSDF
Limit on Degenerate Iterations	LFDEGI
Limit on Directional 2nd Order Derivative Errors	LF2DRV
Limit on Hessian Evaluation Errors	LFHSOK
Limit on Linear Feasibility Model Rounds	NROUNDS
Limit on New Superbasics	LFMXNS
Maximal Hessian Dimension	LFNSUP
Maximum Solution of a Variable	RTMAXV
Absolute Pivot Tolerance	RTPIVA
Absolute Pivot Tolerance Initial Basis	RTIPVA
Absolute Pivot Tolerance Nonlinear Elements	RTPIVT
Relative Pivot Tolerance	RTPIVR
Relative Pivot Tolerance during Basis Updates	RTPIVU
Relative Pivot Tolerance during Ratio Test	RTPIVS
Relative Pivot Tolerance during Basis Updates	RTIPVR
Preprocessor	DOPREP
Use Interval Evaluations	DOINTV
Log Frequency	LFILOG
Log Frequency SLP and SQP	LFILOS
Maximal Scaling Factor	RTMAXS
Minimal Jacobian Element for Scaling	RTMINJ
Minimal Scaling Factor	RTMINS
Minimal Scaling Factor 2nd Order Derivatives	RTMNS2
Minimal Scaling Tolerance for Variables	RTMINV
Rescale Frequency	LFSCAL
Scaling Method	LMSCAL
Accuracy One Dimensional Search	RTONED
Limit for Slow Progress	LFNICR
Maximal Number of Stalled Iterations	LFSTAL
Optimality Tolerance	RTREDG
Optimality Tolerance Infeasible	RTREDI
Slow Progress Tolerance	RTOBJL