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Hasse diagram
Contractions of Polygons in Abstract Polytopes
On Finding Two Posets That Cover Given Linear Orders
Confluent Hasse Diagrams
Operations on Partially Ordered Sets and Rational Identities of Type a Adrien Boussicault
LNCS 7034, Pp
Lecture Notes on Algebraic Combinatorics Jeremy L. Martin
Lecture Notes: Combinatorics, Aalto, Fall 2014 Instructor
On Layered Drawings of Planar Graphs
Upward Planar Drawing of Single Source Acyclic Digraphs
Spring 2020, Math 621: Week 8 Problem Set Due: Friday, March 27Th, 2020 Applications to Enumerative Combinatorics
Homomesy in Products of Two Chains
Enumerative Combinatorics of Posets
Planarity and Edge Poset Dimension
Dominance and Separability in Posets, Their Application to Isoelectronic Species with Equal Total Nuclear Charge
Posets Arising As 1-Skeleta of Simple Polytopes, the Nonrevisiting Path Conjecture, and Poset Topology
Power Set of a Set and Relations
Combinatorics and Algebra of Partially Ordered Sets
F L O a T Robert B
Top View
Discrete Mathematics
Signature Redacted Author
Discrete Morse Theory and Its Applications
Lecture 11 1 Simplicial Complexes
A Study of Discrepancy Results in Partially Ordered Sets
Chain Lengths in the Dominance Lattice June 8, 2013 1 Introduction
Arxiv:0901.0155V2 [Math.CO] 16 Mar 2009 H Rniiecoueo Ietdaylcgaho a Stereach the Is DAG Order
Applications of Algebraic Methods in Combinatorics
Some Results on Linear Discrepancy for Partially Ordered Sets
Confluent Hasse Diagrams
Leaf-Line Tree: a Data Structure for Efficiently Searching Dynamic Tree
On the Number of Fixed-Length Semiorders