Stephen C. Milne
Affiliations: | Ohio State University, Columbus, Columbus, OH |
Area:
MathematicsGoogle:
"Stephen Milne"Children
Sign in to add trainee| Jon W. Breitenbucher | grad student | 2001 | Ohio State |
| Eric v. Conrad | grad student | 2002 | Ohio State |
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Publications
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| Milne SC, Newcomb JW. (2012) Nonterminating q-whipple transformations for basic hypergeometric series in U(n) Developments in Mathematics. 23: 181-224 |
| Lepowsky J, Milne S. (2010) Lie algebras and classical partition identities. Proceedings of the National Academy of Sciences of the United States of America. 75: 578-9 |
| Straley JP, Kolomeisky EB, Milne SC. (2004) The bose molecule in one dimension Journal of Statistical Physics. 116: 1579-1596 |
| Milne SC. (2002) Infinite families of exact sums of squares formulas, Jacobi elliptic functions, continued fractions, and Schur functions Ramanujan Journal. 6: 7-149 |
| Milne SC, Schlosser M. (2002) A new An extension of Ramanujan's 1ψ1 summation with applications to multilateral An series Rocky Mountain Journal of Mathematics. 32: 759-792 |
| Degenhardt SL, Milne SC. (2000) Weighted-Inversion Statistics and Their Symmetry Groups Journal of Combinatorial Theory. Series A. 90: 49-103 |
| Leininger VE, Milne SC. (1999) Expansions for q n 2 +2n ∞ and basic hypergeometric series in U ( n ) Discrete Mathematics. 204: 281-317 |
| Leininger VE, Milne SC. (1999) Expansions for (q)n2+2n∞ and basic hypergeometric series in U(n) Discrete Mathematics. 204: 281-317 |
| Milne SC, Bhatnagar G. (1998) A characterization of inverse relations Discrete Mathematics. 193: 235-245 |
| Bhatnagar G, Milne SC. (1997) Generalized bibasic hypergeometric series and theirU(n) extensions Advances in Mathematics. 131: 188-252 |