Includes bibliographical references (pages 473-488) and index.
CONTENTS NOTE
Text of Note
1. General remarks on matrix problems -- 2. Matrix representations of posets -- 3. Matrix representations and I-spaces -- 4. Differentiation of posets in the sense of Nazarova and Roiter -- 5. The category of I-spaces -- 6. The Differentiation functor -- 7. A differentiation with respect to a minimal element -- 8. Splitting decompositions -- 9. A differentiation with respect to a suitable pair of elements -- 10. Representation-finite posets -- 11. Irreducible maps and Auslander-Reiten sequences -- 12. Structure of Auslander-Reiten quivers -- 13. Applications of poset representations -- 14. Path algebras and representation types -- 15. Representation-tame posets -- 16. Representations of pairs of partially ordered sets -- 17. Vector space categories and bimodule matrix problems.