Research on Arithmetic

Authors

Erik R. Tou, University of Washington – TacomaFollow

ORCiD

0000-0001-6185-3857

Abstract

In this English translation, some of Joseph-Louis Lagrange's early number theory is presented. Here, he laid out a theory of binary quadratic forms with special attention to the representation problem: determining those integers which may be represented by a given form, and cataloguing the possible forms of their divisors.

Last Page

42

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License

Comments

Direct link to the original Berlin Academy publication:

https://bibliothek.bbaw.de/digitalisierte-sammlungen/akademieschriften/ansicht-akademieschriften?tx_bbaw_academicpublicationshow%5Baction%5D=show&tx_bbaw_academicpublicationshow%5Bcontroller%5D=AcademicPublication%5CVolume&tx_bbaw_academicpublicationshow%5Bpage%5D=301&tx_bbaw_academicpublicationshow%5Bvolume%5D=48&cHash=883fccfcbda6816c9ce7022fba2e3f80

Recommended Citation

Tou, Erik R. (2024) "Research on Arithmetic," Euleriana: 4(1), pp.3-42.
DOI: https://doi.org/10.56031/2693-9908.1065
Available at: https://scholarlycommons.pacific.edu/euleriana/vol4/iss1/2