W.Y.C. Chen, D.D.M. Sang and D.Y.H. Shi,
Anti-lecture hall compositions and overpartitions,
J. Combin. Theory Ser. A 118(4) (2011) 1451-1464.

Cited by

  1. A.M. Alanazi and A.O. Munagi, Combinatorial identities for l-regular overpartitions, Ars Combin. 130 (2017) 55-66.

  2. P. Bougerol and M. Defosseux, Pitman transforms and Brownian motion in the interval viewed as an affine alcove, arXiv:1808.09182.

  3. W.Y.C Chen, D.D.M. Sang and D.Y.H. Shi, The Rogers–Ramanujan–Gordon theorem for overpartitions, Proc. Lond. Math. Soc. 106 (2013) 1371-1393.

  4. S. Corteel, J. Lovejoy and C. Savage, Anti-lecture hall compositions and Andrews' generalization of the Watson–Whipple transformation, J. Combin. Theory Ser. A 134 (2015) 188-195.

  5. J.J.F. Guo, D.D.M. Sang and D.Y.H. Shi, Overpartitions identities involving gaps and weights, arXiv:1704.06137.

  6. A.O. Munagi and J.A. Sellers, Refining overlined parts in overpartitions via residue classes: Bijections, generating functions, and congruences, Util. Math. 95 (2014) 33-49.

  7. C.D. Savage, The mathematics of lecture hall partitions, J. Combin. Theory Ser. A 144 (2016) 443-475.