Young Tableaux in Combinatorics, Invariant Theory, and Algebra

Section 1: Combinatorics


1. A probabilistic Proof of a Formula for the Number of Young Tableaux of a Given Shape, Adv. Math. 31, 104-109 (1979)


2. Reverse Plane Partitions and Tableau Hook Numbers, J. Combinatorial Theory Ser. A. 21, 216-221 (1976)


3. An Analog of Schensted's Algorithm for Shifted Young Tableaux, J. Combinatorial Theory Ser. A 27, 10-18 (1979)


4. An Extension of Schensted's Theorem, Adv. Math. 14, 254-265 (1974)


5. Some Partitions Associated with a Partially Ordered Set, J. Combinatorial Theory Ser. A 20, 69-79 (1976)


6. A Variational Problem for Random Young Tableaux, Adv. Math. 26, 206-222 (1977)


7. On Schensted's Construction and the Multiplication of Schur Functions, Adv. Math. 30, 8-32 (1978)


8. Frames, Young Tableaux, and Baxter Sequences, Adv. Math. 26, 275-289 (1977)


9. Monotonicity and Unimodality of the Pattern Inventory, Adv. Math. 38, 101 - 1 0 8 (1980)

Section 2: Invariant Theory


10. Invariant Theory, Young Bitableaux, and Combinatorics, Adv. Math. 27, 63 - 92 (1978)


11. Skew-Symmetric Invariant Theory, Adv. Math. 21, 196-201 (1976)


12. A Characteristic Free Approach to Invariant Theory, Adv. Math. 21, 330-354 (1976)

Section 3: Algebra


13. Letter Place Algebras and a Characteristic-Free Approach to the Representation Theory of the General Linear and Symmetric Groups, I and II, Adv. Math. 33, 161-191 (1979); 38, 152-177 (1980)


14. Young Diagrams and Ideals of Pfaffians, Adv. Math. 35, 158-178 (1980)


15. On the Variety of Complexes, Adv. Math. 41, 57 - 77 (1981)


16. Syzygies des Variétés Déterminantales, Adv. Math. 30, 202-237 (1978)