1. Introduction 2. Lagrangean theory 3. Karush-Kuhn-Tucker theory 4. Solving systems of linear equations 5. Asymmetric and symmetric quadratic programming 6. Linear complementarity problem 7. The price taker 8. The monopolist 9. The monopsonist 10. Risk programming 11. Comparative statics and parametric programming 12. General market equilibrium 13. Two-person zero- and non-zero-sum games 14. Positive mathematical programming 15. Multiple optimal solutions 16. Lemke complementary pivot algorithm - user manual 17. Lemke Fortran 77 program.
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