Abstract & Overview
Quasimodular forms were the heroes of a Summer school held June 20 to 26, 2010 at Besse et Saint-Anastaise, France. We give a short introduction to quasimodular forms. More details on this topics may be found in [1].
PeriodicalsMathematics
Quasimodular forms: an introduction
Checking your access to this record.
Cite this record
Emmanuel Royer (2012). Quasimodular forms: an introduction. Annales mathématiques Blaise Pascal, 19(2), 297–306. https://doi.org/10.5802/ambp.315Copy in another style
Royer, E. (2012). Quasimodular forms: an introduction. Annales mathématiques Blaise Pascal, 19(2), 297–306. https://doi.org/10.5802/ambp.315
Author names are used as deposited, so check their order before you submit.
Metadata is harvested from open-access indexes and can be incomplete. Check a citation against the published version before relying on it — see our open access & attribution policy.
Related Literature
Representing WSDL with Extended UML
Esperanza Marcos, Belén Vela
In Revista Colombiana de Computación
Construction of Hyperbolic Fuzzy Set and its Applications in Diverse COVID-19 Associated Problems
Palash Dutta, Gourangajit Borah
In New Mathematics and Natural Computation
Automated brain tumor segmentation on multi-modal MR image using SegNet
Xianfang Sun, Xin Mi Yang
In Computational Visual Media
Generalized Hamiltonian Dynamics
P. A. M. Dirac
In Canadian Journal of Mathematics