Publications

Dan Singer, Toward a Combinatorial Proof of the Jacobian Conjecture!, The Electronic Journal of Combinatorics 18(2) (2011), #P27 (The Doron Zeilberger Festschrift Volume).

Dan Singer, A Graph-Theoretic Method For Choosing a Spanning Set for a Finite-Dimensional Vector Space, with Applications to the Grossman-Larson-Wright Module and the Jacobian Conjecture,  The Electronic Journal of Combinatorics 16 (2009), #R43.

Dan Singer, David J. Haglin, Anna M. Manning, Towards Average Case Analysis of Itemset Mining, Conference Proceedings of The 2007 International Conference on Data Mining, Las Vegas, pp. 127-133.

Dan Singer, A Bijective Proof of Borchardt’s Identity, Electronic Journal of Combinatorics 11(1) (2004), #R48.

Dan Singer, On Catalan Trees and the Jacobian Conjecture, Electronic Journal of Combinatorics 8(1) (2001), #R2.

Dan Singer, A p-Analogue of the q-Saalschütz Identity, The Ramanujan Journal 3(1) (1999), 33-47.

Dan Singer, A Bijective Proof of Garsia’s q-Lagrange Inversion Theorem, Electronic Journal of Combinatorics 5(1) (1998), #R26.

Dan Singer, Q-Analogues of Lagrange Inversion, Adv. Math. 115(1) (1995), 99-116.