Journal of Combinatorics

Volume 9 (2018)

Number 1

Contents

Graded Betti numbers of cycle graphs and standard Young tableaux

Steven Klee and Matthew T. Stamps

pp. 1-7

Teaching dimension, VC dimension, and critical sets in Latin squares

Hamed Hatami and Yingjie Qian

pp. 9-20

Decomposition of regular hypergraphs

Jeong Ok Choi and Douglas B. West

pp. 21-33

A hamilton cycle in which specified vertices are located in polar opposite

Hui Du and Kiyoshi Yoshimoto

pp. 35-56

3-dimensional polygons determined by permutations

Enrica Duchi, Simone Rinaldi, and Samanta Socci

pp. 57-94

A new approach to graph reconstruction using supercards

Paul Brown and Trevor Fenner

pp. 95-118

Revisiting the Hamiltonian theme in the square of a block: the case of $DT$-graphs

Gek L. Chia, Jan Ekstein, and Herbert Fleischner

pp. 119-161

On tight cuts in matching covered graphs

Marcelo H. Carvalho, Cláudio L. Lucchesi, and U. S. R. Murty

pp. 163-184

Pattern avoiding linear extensions of rectangular posets

David Anderson, Eric S. Egge, Manda Riehl, Lucas Ryan, Ruth Steinke, and Yuriko Vaughan

pp. 185-220