## Radial limits of partial theta and similar series
Kurşungöz, Kağan (2017)
Official URL: http://dx.doi.org/10.1007/s11139-016-9774-4 ## AbstractWe study unilateral series in a single variable q where its exponent is an unbounded increasing function, and the coefficients are periodic. Such series converge inside the unit disk. Quadratic polynomials in the exponent correspond to partial theta series. We compute limits of those series as the variable tends radially to a root of unity. The proofs use ideas from the q-integral and are elementary.
## Available Versions of this Item- Radial limits of partial theta and similar series. (deposited 22 Dec 2015 17:56)
- Radial limits of partial theta and similar series. (deposited 06 Nov 2016 15:37)
- Radial limits of partial theta and similar series. (deposited 09 May 2017 14:49)
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- Radial limits of partial theta and similar series. (deposited 09 May 2017 14:49)
- Radial limits of partial theta and similar series. (deposited 06 Nov 2016 15:37)
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