DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Bijective proof
Bijective proof
Bijective Proofs for Schur Function Identities Which Imply Dodgson's Condensation Formula and Plücker Relations
Math 958–Topics in Discrete Mathematics Spring Semester 2018 TR 09:30–10:45 in Avery Hall (AVH) 351 1 Instructor
Finding Direct Partition Bijections by Two-Directional Rewriting Techniques
Rational Catalan Combinatorics 1
A Combinatorial Proof of the Rogers-Ramanujan and Schur Identities
Bijective Proofs of Partition Identities of Macmahon, Andrews, and Subbarao Shishuo Fu, James Sellers
Bijective Proofs: a Comprehensive Exercise
Experimental Methods in Permutation Patterns and Bijective Proof
BIJECTIVE PROOF PROBLEMS August 18, 2009 Richard P
Bijective Proofs of Some Classical Partition Identities
Bijective Proofs: You Say You Want an Involution?
Bijective Proof Problems - Solutions
Advances in Bijective Combinatorics
The Symmetric Group, Its Representations, and Combinatorics
Partition Bijections, a Survey
A Bijective Proof of the ASM Theorem Part I: the Operator Formula
Combinatorics
An Involution Principle-Free Bijective Proof of Stanley's Hook-Content Formula
Top View
A Bijective Proof of Shapiro's Catalan Convolution
A Combinatorial Miscellany
Combinatorial Applications of Symmetric Function Theory to Certain Classes of Permutations and Truncated Tableaux
Bijective Proofs and Integer Partition
Symmetric Functions
A Bijective Proof of Macdonald's Reduced Word Formula
A New Approach and Generalizations to Some Results About Mock Theta Functions
A Combinatorial Proof for a Generalized Reciprocity Theorem Spur Final Paper, Summer 2019
Math 958–Topics in Discrete Mathematics Spring Semester 2018 TR 09:30–10:45 in Avery Hall (AVH) 351 1 Instructor
The Nekrasov-Okounkov Hook Length Formula: Refinement, Elementary Proof, Extension and Applications
A Bijective Proof of Jackson's Formula for the Number of Factorizations of a Cycle
Formalizing the Translation Method in Agda
Positroids, Knots, and Q,T-Catalan Numbers
Introduction to Combinatorics
ABSTRACTS Mailing Offi MATHEMATICS and Additional of Papers Presented to the Periodicals Postage 2010
A Direct Bijective Proof of the Hook-Length Formula 55
Graph Theory, an Antiprism Graph Is a Graph That Has One of the Antiprisms As Its Skeleton
Notes on Weyl's Formula