Advances in Applied Mathematics
Editorial Board
Publication date: June 2022Source: Advances in Applied Mathematics, Volume 137Author(s):
Advances in Applied Mathematics
New families of mock theta functions and partial fraction decomposition
Publication date: July 2022Source: Advances in Applied Mathematics, Volume 138Author(s): Olivia X.M. Yao
Advances in Applied Mathematics
Enumeration of extensions of the cycle matroid of a complete graph
Publication date: July 2022Source: Advances in Applied Mathematics, Volume 138Author(s): Peter Nelson, Shayla Redlin, Jorn van der Pol
Advances in Applied Mathematics
Pattern avoidance of [<strong>4</strong>,<strong>k</strong>]-pairs in circular permutations
Publication date: July 2022Source: Advances in Applied Mathematics, Volume 138Author(s): Krishna Menon, Anurag Singh
Advances in Applied Mathematics
Directed Gaussian graphical models with toric vanishing ideals
Publication date: July 2022Source: Advances in Applied Mathematics, Volume 138Author(s): Pratik Misra, Seth Sullivant
Advances in Applied Mathematics
On the properties of fibotomic polynomials
Publication date: July 2022Source: Advances in Applied Mathematics, Volume 138Author(s): Cameron Byer, Tyler Dvorachek, Emily Eckard, Joshua Harrington, Lindsey Wise, Tony W.H. Wong
Advances in Applied Mathematics
Some multivariate master polynomials for permutations, set partitions, and perfect matchings, and their continued fractions
Publication date: July 2022Source: Advances in Applied Mathematics, Volume 138Author(s): Alan D. Sokal, Jiang Zeng
Advances in Applied Mathematics
Corrigendum to “The edge-product space of phylogenetic trees is not shellable” [Adv. Appl. Math. 135 (2022) 102311]
Publication date: July 2022Source: Advances in Applied Mathematics, Volume 138Author(s): Grace Stadnyk
Advances in Applied Mathematics
Bisecting envelopes of convex polygons
Publication date: June 2022Source: Advances in Applied Mathematics, Volume 137Author(s): Allan Berele, Stefan Catoiu
Advances in Applied Mathematics
The Orlicz Minkowski problem for the electrostatic <math xmlns:mml=”http://www.w3.org/1998/Math/MathML” altimg=”si1.svg” class=”math”><mi mathvariant=”fraktur”>p</mi></math>-capacity
Publication date: June 2022Source: Advances in Applied Mathematics, Volume 137Author(s): Ge Xiong, Jiawei Xiong