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11 Şubat 2015, 14:00 
Boğaziçi Üniversitesi Matematik KonuşmalarıRadial limits of partial theta and similar series Kağan Kurşungöz
Consider unilateral series in a single variable where the exponent is a polynomial, and
the coefficients are periodic. Quadratic polynomials correspond to partial theta series. Such series
converge inside the unit disk. We compute limits and asymptotic expansions of those series as the
variable tends radially to a root of unity. The method is suitable for automation and part of the
computations is based on the idea of the $q$-integral.
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