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

Advanced - Box Size Factor Linear Variables

RTBOXF

Advanced - Box Size Tolerance

RTBOX

Advanced - Box Size Tolerance Linear

RTBOXL

Advanced - Fixed Variables Tolerance Derived Bounds

RTBNDT

Advanced - Fixed Variables Tolerance Initial Bounds

RTBNDI

Advanced - Logical Switch for Selection of Slacks

LSLACK

Advanced - Method for Defined Variables

LMUSDF

Advanced - Method for Finding Maximal Step

LMMXSF

Advanced - Method for Finding Maximal Tight Step

LMMXST

Advanced - Method for Linear Feasibility Models

LMETHOD

Advanced - Method for Reduced Hessian

LMNDIA

Advanced - Penalty Constraints Ratio

RTNOPN

Advanced - Relative Objective Accuracy

RTOBJR

Advanced - SLP Mode

LSESLP

Advanced - SQP Mode

LSESQP

Advanced - Steplength Multiplier

RVSTLM

Advanced - Use No-Penalty Model

DONOPEN

Advanced - Zero Filter Tolerance Jacobian Elements

RTMINA

Debugging - Check 1st Order Derivatives

LKDEBG

Debugging - Check 2nd Order Derivatives

LKDEB2

Debugging - Tolerance 2nd Order Derivatives Check

RT2DRV

General - Bound Tolerance

RTBND1

General - Feasibility Tolerance Triangular Part

RTNWTR

General - Maximal Feasibility Tolerance

RTNWMA

General - Method for Initial Basis

LSCRSH

General - Minimal Feasibility Tolerance

RTNWMI

General - Model Is Convex

ISCONVEX

General - Model Is Square System

LSSQRS

Limits - Limit on Candidates for Defined Variable

LFUSDF

Limits - Limit on Degenerate Iterations

LFDEGI

Limits - Limit on Directional 2nd Order Derivative Errors

LF2DRV

Limits - Limit on Hessian Evaluation Errors

LFHSOK

Limits - Limit on Linear Feasibility Model Rounds

NROUNDS

Limits - Limit on New Superbasics

LFMXNS

Limits - Maximal Hessian Dimension

LFNSUP

Limits - Maximum Solution of a Variable

RTMAXV

Pivot - Absolute Pivot Tolerance

RTPIVA

Pivot - Absolute Pivot Tolerance Initial Basis

RTIPVA

Pivot - Absolute Pivot Tolerance Nonlinear Elements

RTPIVT

Pivot - Relative Pivot Tolerance

RTPIVR

Pivot - Relative Pivot Tolerance during Basis Updates

RTPIVU

Pivot - Relative Pivot Tolerance during Ratio Test

RTPIVS

Pivot - Relative Pivot Tolerance during Basis Updates

RTIPVR

Preprocessing - Preprocessor

DOPREP

Preprocessing - Use Interval Evaluations

DOINTV

Reporting - Log Frequency

LFILOG

Reporting - Log Frequency SLP and SQP

LFILOS

Scaling - Maximal Scaling Factor

RTMAXS

Scaling - Minimal Jacobian Element for Scaling

RTMINJ

Scaling - Minimal Scaling Factor

RTMINS

Scaling - Minimal Scaling Factor 2nd Order Derivatives

RTMNS2

Scaling - Minimal Scaling Tolerance for Variables

RTMINV

Scaling - Rescale Frequency

LFSCAL

Scaling - Scaling Method

LMSCAL

Stop Criteria - Accuracy One Dimensional Search

RTONED

Stop Criteria - Limit for Slow Progress

LFNICR

Stop Criteria - Maximal Number of Stalled Iterations

LFSTAL

Stop Criteria - Optimality Tolerance

RTREDG

Stop Criteria - Optimality Tolerance Infeasible

RTREDI

Stop Criteria - Slow Progress Tolerance

RTOBJL