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Linear extension
2/3 Conjecture
Counting Linear Extensions in Practice: MCMC Versus Exponential Monte Carlo
Counting Linear Extensions of Restricted Posets
Choice, Extension, Conservation. from Transfinite to finite Methods in Abstract Algebra
Counting Linear Extensions of Sparse Posets⇤
Counting Linear Extensions of a Partial Order
GEOMETRIC EXTENSIONS and the 1/3 — 2/3 CONJECTURE As a Thesis Presented to the Faculty of San Francisco State University P
Lipics-Aofa-2018-14.Pdf (0.5
Antimatroids and Balanced Pairs
Permutation Statistics and Linear Extensions of Posets
Some Aspects of Topological Sorting
An Efficient Data Structure for Counting All Linear Extensions of a Poset
The 1/3-2/3 Conjecture for Coxeter Groups
Arxiv:1907.04243V1 [Cs.PL] 3 Jul 2019 OCPOETANR-15-CE40-0014
F L O a T Robert B
Structure in Solution Spaces: Three Lessons from Jean-Claude
Practical Performance of Incremental Topological Sorting and Cycle Detection Algorithms
27) Bottom-UP: a New Algorithm to Generate Random Linear Extensions of a Poset
Top View
Computably Extendible Order Types
Linear Extension Graphs and Linear Extension Diameter
INDEPENDENCE of the PRIME IDEAL THEOREM from the HAHN BANACH THEOREM by DAVID PINCUS Communicated by A.H
Linear Extensions of LYM Posets
The Existence of Non-Trivial Bounded Functionals Implies the Hahn-Banach Extension Theorem
Selectors: a Theory of Formal Languages, Semimodular Lattices, and Branching and Shelling Processes*
Topological Sorting with Regular Constraints
Online Linear Discrepancy of Partially Ordered Sets
Space-Efficient Data Structures for Lattices
Topological Sorting
THE AXIOM of CHOICE and MODEL-THEORETIC STRUCTURES 3 of Some Family of Sets Which Is fixed (Setwise) by the Action of G, As Follows by the Same Calculation