Contributions to the theory of linear inequalities

Title Introduction §1. Survey §2. Historx and Bibliography Chapter I. Generalities §3. Introductory definitions and remarks §4. Convex sets Chapter II. Representation of solutions §5. Inequalities §6. Existence of L §7. Specification of all L §8. The solution basis §9. Fixed V §10. Inhomogeneous systems Chapter III. Solvability criteria §11. Minimal unsolvable systems §12. Unsolvability §13. The transposition theorem §14. The simplex theorem Chapter IV. Variation decreasing matrices §15. Row-definite matrices §16. The principal theorem