result in q-series theory
C39495
concept
A result in q-series theory is a proven mathematical statement describing properties, identities, or relationships involving power series whose coefficients and exponents depend on a parameter q, often connecting combinatorics, number theory, and special functions.
Observed surface forms (2)
- q-analogue ×1
- result in modular forms ×1
Instances (3)
- Ono’s partition congruences via concept surface "result in modular forms"
- Bailey lemma
- q-Selberg integral via concept surface "q-analogue"