1. K. Alladi, G. E. Andrews and A. Berkovich, A four parameter generalization of Göllnitz’s (Big) partition theorem, to appear in Proc. 2000 DIMA CS Conf. On Unusual Applications of Number Theory, (M.B. Nathanson Ed.), CO/0005157.
2. K. Alladi, G. E. Andrews, and B. Gordon, Generalizations and refinements of a partition theorem of Göllnitz, J. Reine Angew. Math.
460 (1995) 165–188.
3. K. Alladi and A. Berkovich, A double bounded version of Schur’s partition theorem, to appear in Combinatorica - Erdös memorial issue, CO/0006207.
4. K. Alladi and A. Berkovich, New weighted Rogers-Ramanujan partition theorems and their implications, CO/0009171.
5. K. Alladi and A. Berkovich, New finite versions of the Jacobi triple product, Sylvester, and Lebesgue identities (in preparation).