Symbolic Functionology: Ramanujan and Computer Algebra

Beschreibung

Generating functions for partition of numbers often are modular forms. Modular forms satisfy a variety of functional equations. After providing a (very) general introduction to basic notions in this area, the talk discusses various computer algebra aspects and applications - all connected to the wor k of Ramanujan. This includes identities of Rogers-Ramanujan type as well as the celebrated partition congruences discovered by Ramanujan. Part of the algorithmic results presented are joint with Silviu Radu (RISC).

Zeitraum	29 März 2017
Ereignistitel	FELIM 2017 - Functional Equations in LIMoges 2017
Veranstaltungstyp	Konferenz
Ort	FrankreichAuf Karte anzeigen