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ORCIDJournal of Combinatorial Theory, Series A, Volume 155
Volume 155, April 2018
- Kevin Purbhoo:
A marvellous embedding of the Lagrangian Grassmannian. 1-26 - Patric R. J. Östergård, Leonard H. Soicher
:
There is no McLaughlin geometry. 27-41 - Dániel T. Nagy:
Forbidden subposet problems with size restrictions. 42-66 - Nevena Francetic, Sarada Herke, Ian M. Wanless:
Parity of sets of mutually orthogonal Latin squares. 67-99 - Ben Brubaker, Andrew Schultz:
On Hamiltonians for six-vertex models. 100-121 - John W. Lawson, Matthew R. Mills:
Properties of minimal mutation-infinite quivers. 122-156 - Peter Frankl, Andrey Kupavskii:
Erdős-Ko-Rado theorem for {0, ±1}-vectors. 157-179 - Andrey Kupavskii, Dmitriy Zakharov:
Regular bipartite graphs and intersecting families. 180-189 - Ilaria Cardinali, Luca Giuzzi, Antonio Pasini:
On transparent embeddings of point-line geometries. 190-224 - Jin-Xin Zhou, Sanming Zhou:
Weak metacirculants of odd prime power order. 225-243 - Octavio Arizmendi, Daniel Perales:
Cumulants for finite free convolution. 244-266 - Zhicong Lin, Dongsu Kim:
A sextuple equidistribution arising in Pattern Avoidance. 267-286 - Jin Chen, Xiaotao Lü, Wen Wu:
On the k-abelian complexity of the Cantor sequence. 287-303 - Zhi Qiao, Jacobus H. Koolen:
A valency bound for distance-regular graphs. 304-320 - Karin Baur, Sira Gratz:
Transfinite mutations in the completed infinity-gon. 321-359 - Peter Keevash, Eoin Long:
A stability result for the cube edge isoperimetric inequality. 360-375 - Mihai Ciucu:
Symmetries of shamrocks, Part I. 376-397 - Arès Méroueh:
A LYM inequality for induced posets. 398-417 - Vincent Pilaud:
Brick polytopes, lattice quotients, and Hopf algebras. 418-457 - Jin-Xin Zhou, Mi-Mi Zhang:
On weakly symmetric graphs of order twice a prime square. 458-475 - Sergey Norin, Liana Yepremyan:
Turán numbers of extensions. 476-492 - Peter Frankl, Jie Han, Hao Huang, Yi Zhao:
A degree version of the Hilton-Milner theorem. 493-502 - Anthony M. Licata, Daniele Rosso, Alistair Savage:
A graphical calculus for the Jack inner product on symmetric functions. 503-543
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