Ordered structures and partitions
(revision of 1971 Harvard University thesis), Memoirs of the
Amer. Math. Soc., no. 119 (1972), iii + 104 pages.
10.
On the foundations of combinatorial
theory (VI): The idea of generating function (with G.-C. Rota and
P. Doubilet), in Sixth Berkeley Symposium on Mathematical
Statistics and Probability, Vol. II: Probability Theory,
University of California, 1972,
pp. 267-318. Note: Section 9
and the bibliography are missing from this link. Another link is here.
Combinatorial reciprocity theorems,
in Combinatorics (Part 2) (M. Hall, Jr., and J. H. Van Lint,
eds.), Mathematical Centre Tracts 56, Mathematisch Centrum,
Amsterdam, 1974, pp. 107-118.
24.
Generating functions, in Studies
in Combinatorics (G.-C. Rota, ed.), Mathematical Association of
America, 1978, pp 100-141.
Some combinatorial aspects of the
Schubert calculus, in Combinatoire et Réprésentation
du Groupe Symétrique (Strasbourg, 1976), Lecture Notes in
Math., No. 579, Springer-Verlag, Berlin, 1977,
pp. 217-251. Note. Theorem 4.5 is false in general,
but it is true for ordinary Schubert
varieties. Note. The version here is corrupted. A
correct version is
available here
with suitable institutional access.
34.
Cohen-Macaulay complexes, in
Higher Combinatorics (M. Aigner, ed.), Reidel,
Dordrecht/Boston, 1977, pp. 51-62.
Combinatorics and invariant theory,
in Relations between Combinatorics and Other Parts of
Mathematics (D. K. Ray-Chaudhuri, ed.), Proc. Symposium in Pure
Math. 34 (1979), American Mathematical Society, Providence,
Rhode Island, pp. 345-355. djvu file
Combinatorics and Commutative Algebra, Progress in
Mathematics, vol. 41, Birkhäuser, Boston/Basel/Stuttgart, 1983,
viii + 88 pages; second edition, 1996, ix + 164 pages.
GL(n,C) for
combinatorialists, in Surveys in Combinatorics
(E. K. Lloyd, ed.), London Math. Soc. Lecture Note Series, vol. 82,
Cambridge University Press, Cambridge, 1983, pp. 187-199.
Enumerative Combinatorics, vol. 1, Wadsworth and
Brooks/Cole, Pacific Grove, CA, 1986, xi + 306 pages; second printing,
Cambridge University Press, Cambridge, 1996.
Plane partitions: past, present, and
future, in Combinatorial Mathematics: Proceedings of the Third
International Conference, Ann. New York Acad. Sci., vol. 555,
pp. 397-401.
Variations on differential posets,
in Invariant Theory and Tableaux (D. Stanton, ed.), The IMA
Volumes in Mathematics and Its Applications, vol. 19, Springer-Verlag,
New York, 1990, pp. 145-165.
79.
Algebraic enumeration (with
I. Gessel), in Handbook of Combinatorics, vol. 2
(R. L. Graham, M. Grötschel, and L. Lovász, eds.), Elsevier,
Amsterdam, and MIT Press, Cambridge, 1995, pp. 1021-1061.
The general theory of convolutional
codes (with R. J. McEliece), The Telecommunications and Data
Acquisition Progress Report 42-113, January-March 1993
(E. C. Posner, ed.), National Aeronautics and Space Administration,
Jet Propulsion Laboratory (May 15, 1993), pp. 89-98.
Tilings
(with F.
Ardila), Math. Intelligencer, 32 (2010),
32-43. German
translation by Günter Ziegler
entitled "Pflasterungen" in Math. Semesterber.53 (2006), 17-43. Spanish translation by Federico
Ardila in Gac. R. Soc. Mat. Esp.14 (2011),
463-490.
Irrational triangles with polynomial Ehrhart functions
(with D. Cristofaro-Gardiner and T. X. Li
(李雪珊)), Discrete &
Computational Geometry61 (2019), 227-246.
183.
Some linear recurrences motivated by Stern's
diatomic array, Amer. Math. Monthly127
(2020), 99-111.
Some linear transformations on symmetric functions arising from
a formula of Thiel and Williams (with Teresa Xueshan Li and
Lili Mu), Enumerative Combinatorics and Applications3 (2023), Article S2R24.
188.
Some enumerative properties of parking functions
(with Mei Yin), Combinatorial Theory, to appear;
arXiv:2306.08681.
189.
The Redei-Berge symmetric function of a directed
graph (with Darij Grinberg),
arXiv:2307.05569.