Second Order Mock Theta Functions

By Richard J. McIntosh. Canadian mathematical bulletin, 2007

88 citations recorded by the source corpus.

Subfields: Algebra and Number Theory, Applied Mathematics

View Paper: https://www.semanticscholar.org/paper/3abfc1863bda7f35822b62309acf11a41c84e40b

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Algebra and Number Theory

1. Robert Osburn
2. Kathrin Bringmann
3. Jeremy Lovejoy
4. George E. Andrews
5. Frank G. Garvan
6. Karl Mahlburg
7. Ken Ichi Ono
8. V. Spiridonov

In Applied Mathematics

1. Robert Osburn
2. George E. Andrews
3. Kathrin Bringmann
4. Jeremy Lovejoy
5. Eric T. Mortenson
6. Dean R. Hickerson

Citations in the corpus

• Automorphic Properties of Generating Functions for Generalized Rank Moments and Durfee Symbols (2008, background): “n≥0 q(−q)2n (q; q)n+1 , No(0, 1; i; q) is the eighth order mock theta function U1(q) of Gordon and McIntosh [24, 28], U1(q) = N (0, 1; i; q) = ∑”
• Concave and convex compositions (2013, background): “27)] and has been termed a second order mock theta function by McIntosh [13], see also [12]).”