Scinovex
Physical Sciences → Mathematics → Algebra and Number Theory

Advanced Mathematical Identities

This cluster of papers focuses on the arithmetic properties, modular forms, q-series, and supercongruences related to multiple zeta values. It explores Ramanujan-type formulas, harmonic maass forms, and motivic periods in the context of number theory.

39.7K works worldwide324K citations
Multiple Zeta ValuesModular Formsq-SeriesSupercongruencesPolylogarithmsPartition FunctionRamanujan-Type FormulasHarmonic Maass FormsMotivic PeriodsNumber Theory

Journals publishing in this area

1American Mathematical Monthly cover
American Mathematical Monthly
ISSN 0002-9890831 articles in this topic
291h-index
2Mathematics of Computation cover
Mathematics of Computation
ISSN 0025-5718713 articles in this topic
322h-index
3Journal of Mathematical Problems Equations and Statistics cover
Journal of Mathematical Problems Equations and Statistics
ISSN 2709-93935 articles in this topic
3h-index
4International Journal of Physics and Mathematics cover
International Journal of Physics and Mathematics
ISSN 2664-86364 articles in this topic
3h-index
5Journal of Ayurvedic Maulik Siddhant cover
Journal of Ayurvedic Maulik Siddhant
ISSN 3078-67541 articles in this topic
1h-index