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ORCIDJournal of Combinatorial Theory, Series A, Volume 123
Volume 123, Number 1, April 2014
- Michal Szabados:
Distances of group tables and latin squares via equilateral triangle dissections. 1-7 - Ruth Davidson, Patricia Hersh:
A lexicographic shellability characterization of geometric lattices. 8-13 - Shuhei Kamioka:
Laurent biorthogonal polynomials, q-Narayana polynomials and domino tilings of the Aztec diamonds. 14-29 - Christine Bessenrodt, Thorsten Holm
, Peter Jørgensen:
Generalized frieze pattern determinants and higher angulations of polygons. 30-42 - Andrew Berget, Brendon Rhoades:
Extending the parking space. 43-56 - Tony Grubman, Ian M. Wanless:
Growth rate of canonical and minimal group embeddings of spherical latin trades. 57-72 - Peter Danziger, Daniel Horsley, Bridget S. Webb:
Resolvability of infinite designs. 73-85 - Matjaz Konvalinka, Igor Pak:
Cayley compositions, partitions, polytopes, and geometric bijections. 86-91 - James A. Davis, William J. Martin, John B. Polhill:
Linking systems in nonelementary abelian groups. 92-103 - Olivier Bernardi, Alejandro H. Morales:
Counting trees using symmetries. 104-122 - Daniel Horsley, David A. Pike:
On balanced incomplete block designs with specified weak chromatic number. 123-153 - Michael H. Albert, Robert Brignall:
Enumerating indices of Schubert varieties defined by inclusions. 154-168 - Dinh Van Le:
On the Gorensteinness of broken circuit complexes and Orlik-Terao ideals. 169-185 - Carlos Bajo, Bradley Burdick, Sergei Chmutov:
On the Tutte-Krushkal-Renardy polynomial for cell complexes. 186-201 - Adriano M. Garsia, Guoce Xin, Mike Zabrocki:
A three shuffle case of the compositional parking function conjecture. 202-238 - Tomás Kaiser, Matej Stehlík, Riste Skrekovski:
Replication in critical graphs and the persistence of monomial ideals. 239-251 - Zoltán Füredi, Tao Jiang:
Hypergraph Turán numbers of linear cycles. 252-270 - Jean-Christophe Aval, Michele D'Adderio, Mark Dukes, Angela Hicks, Yvan Le Borgne:
Statistics on parallelogram polyominoes and a q, t-analogue of the Narayana numbers. 271-286
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