文件名称:OR_lectures

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age. However, GAUSS is not appropriate for, say, writing a menu system a

general-purpose language is probably easier. Nor is GAUSS appropriate for standard applications

on standard datasets. There is little point in writing a probit estimation routine in GAUSS for a

small dataset. Firstly, there are already routines commercially available for non-linear estimation

using GAUSS. More importantly, TSP, LimDep, etc will already perform the estimation and there

is no necessity to learn anything at all about GAUSS to use these programs. However, to get extra

speciÖ cation tests, for example, a straightforward solution would be to code a routine and amend

the preexisting GAUSS probit program to call the new proced-age. However, GAUSS is not appropriate for, say, writing a menu system a

general-purpose language is probably easier. Nor is GAUSS appropriate for standard applications

on standard datasets. There is little point in writing a probit estimation routine in GAUSS for a

small dataset. Firstly, there are already routines commercially available for non-linear estimation

using GAUSS. More importantly, TSP, LimDep, etc will already perform the estimation and there

is no necessity to learn anything at all about GAUSS to use these programs. However, to get extra

speciÖ cation tests, for example, a straightforward solution would be to code a routine and amend

the preexisting GAUSS probit program to call the new proced
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OR_lectures\Week 1 Formulations 1.doc

...........\Week 1 Formulations 2.docx

...........\Week 10 Dual Simplex Method.doc

...........\Week 11 Complementary Slackness Theorem.doc

...........\Week 12 Revised Simplex Method.doc

...........\Week 13 Parametric LP.doc

...........\Week 14 Sensitivity Analysis.doc

...........\Week 2 Graphical Method.doc

...........\Week 3 Toward Simplex Method.doc

...........\Week 4 Simplex Method.doc

...........\Week 5 Two Phase Method.doc

...........\Week 6 Big M-method.doc

...........\Week 7 Duality.doc

...........\Week 8 Fundamental Duality Theorem.doc

...........\Week 9 Martrix Version.doc

...........\~$ek 12 Revised Simplex Method.doc

...........\~$ek 9 Martrix Version.doc

OR_lectures

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