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ORCIDAdvances in Applied Mathematics, Volume 101
Volume 101, October 2018
- Sinan G. Aksoy
, Fan Chung, Michael Tait, Josh Tobin:
The maximum relaxation time of a random walk. 1-14 - Cesar Cuenca:
Interpolation Macdonald operators at infinity. 15-59 - Toufik Mansour:
Interior vertices in set partitions. 60-69 - Vít Jelínek, Stanislav Kucera:
On the structure of matrices avoiding interval-minor patterns. 70-99 - Carolyn Chun, James G. Oxley:
Towards a splitter theorem for internally 4-connected binary matroids VI. 100-167 - Francesco Brenti, Mario Marietti:
Fixed points and adjacent ascents for classical complex reflection groups. 168-183 - Yijing Sun:
Existence and uniqueness of solutions to Orlicz Minkowski problems involving 0 < p < 1. 184-214 - Mahir Bilen Can:
The cross-section of a spherical double cone. 215-231 - Christian Krattenthaler, Daniel Yaqubi:
Some determinants of path generating functions, II. 232-265 - Károly Bezdek, Márton Naszódi:
On contact graphs of totally separable packings in low dimensions. 266-280 - Paola Bonizzoni, Clelia De Felice, Rocco Zaccagnino, Rosalba Zizza:
Inverse Lyndon words and inverse Lyndon factorizations of words. 281-319 - Yves Martinez-Maure:
New insights on marginally trapped surfaces: The hedgehog theory point of view. 320-353
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