Volume 33, Issue 3 (2026)

The Asymptotic Behaviour of $sat(n,\mathcal{F})$

Asier Calbet, Andrea Freschi

P3.1
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Higher Dimensional Floorplans and Baxter $d$-Permutations

Nicolas Bonichon, Thomas Muller, Adrian Tanasa

P3.2
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Kohnert Posets and Polynomials of Northeast Diagrams

Aram Bingham, Beth Anne Castellano, Kimberly P. Hadaway, Reuven Hodges, Yichen Ma, Alex Moon, Kyle Salois

P3.3
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Extending Simple Monotone Drawings

Jan Kynčl, Jan Soukup

P3.4
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Bounded Littlewood Identities with Fixed Number of Odd Rows or Odd Columns

JiSun Huh, Jang Soo Kim, Christian Krattenthaler, Soichi Okada

P3.5
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Non-isomorphic Cayley Graphs with Identical Random Walk Distribution

Masao Ishikawa, Fumihiko Nakano, Taizo Sadahiro

P3.6
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Cylindric Growth Diagrams, Walks in Simplices, and Exclusion Processes

Sergi Elizalde

P3.7
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Cluster Tori over $\mathbb{F}_2$, Hexagonal Moves on Triangulations, and Minimal Coverings of Cluster Manifolds

Daniel Pérez Melesio, José Simental

P3.8
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A Contratableau Model for K-theoretic Littlewood–Richardson Rule

Siddheswar Kundu

P3.9
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