Explaining the shape of RSK

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Explaining the shape of RSK

Explaining the shape of RSK

Simon Rubinstein-Salzedo

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ปี:

2011

ฉบับพิมพ์ครั้งที่:

version 18 Oct 2011

ภาษา:

english

จำนวนหน้า:

7

ซีรีส์:

expository notes

ไฟล์:

PDF, 123 KB

IPFS:

,

english, 2011

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คุณอาจสนใจ

Lauren Williams, Alec Sun — MATH 155R Algebriac Combinatorics Lecture Notes

Joseph Bernstein — New perspectives on promotion and rowmotion: Generalizations and translations

Christian Bruun — Young tableaux with applications to representation theory and flag manifolds

Bruce E. Sagan — The Symmetric Group

Greta Cvetanova Panova — Combinatorial applications of symmetric function theory to certain classes of permutations and truncated tableaux

Glenn Paul Tesler — Semi-primary Lattices and Tableau Algorithms

Heather Dornom — Robinson-Schensted-Knuth Correspondence [Honours Thesis]

Sergey Fomin — Knuth Equivalence, Jeu de Taquin, and the Littlewood-Richardson Rule [Appendix 1 to Chapter 7 in: R. P. Stanley, Enumerative Combinatorics, vol. 2]

Jonathan Godbout — Combinatorial Properties of the Mirabolic RSK Algorithm [PhD thesis]

Marilena Barnabei — Combinatorics of permutations (parts 1--4) [Lecture notes]

— ch-2.dvi

Tao Kai Lam — B and D Analogues of Stable Schubert Polynomials and Related Insertion Algorithms

Mark Lyons — Young tableaux and the theory of plane partitions

Anthony Mendes — Counting with Symmetric Functions

Igor Pak — Periodic permutations and the Robinson-Schensted correspondence

Jacob Post — Combinatorics of arc diagrams, Ferrers fillings, Young tableaux and lattice paths

Tatjana Putz — Variations of the Robinson-Schensted Correspondence

Austin Roberts — Dual Equivalence Graphs and their Applications

Thomas Walton Roby V — Applications and extensions of Fomin’s generalization of the Robinson-Schensted correspondence to differential posets

Dan Romik — The Surprising Mathematics of Longest Increasing Subsequences

Bruce E. Sagan — The Ubiquitous Young Tableau [single chapter from "Invariant Theory and Tableaux"]

Yufei Zhao — Young Tableaux and the Representations of the Symmetric Group

Oliver Pechenik — K-theoretic Schubert calculus with applications [PhD thesis]

Romik D — The surprising mathematics of longest increasing subsequences

Sam Hopkins — RSK via local transformations [expository notes]

David Craig Sutherland — Algorithms of Schensted and Hillman-Grassl and Operations on Standard Bitableaux

Lorenz Wernisch — Dominance Relation on Point Sets and Aligned Rectangles

Bjorner A., Stanley R.P. — Combinatorial miscellany

Stanley R. — Bijective proof problems

Selim G. Akl and Werner Rheinboldt (Auth.) — Parallel Sorting Algorithms

C. Berge (Eds.) — Principles of Combinatorics

Joseph Kung — Young Tableaux in Combinatorics, Invariant Theory, and Algebra: An Anthology of Recent Work

Miklos Bona [Bona, Miklos] — Combinatorics of Permutations

Miklos Bona — Combinatorics of Permutations (Discrete Mathematics and Its Applications), 3rd Edition

Bruce Sagan — The Symmetric Group: Representations, Combinatorial Algorithms, and Symmetric Functions

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