English Title

Proof concerning the number of points at which two lines of arbitrary order can intersect

Authors

Leonhard Euler

Enestrom Number

148

Fuss Index

343

Original Language

French

Published as

Journal article

Published Date

1750

Written Date

1748

Content Summary

This paper is a continuation of E147. Euler concludes that curves of order m and n intersect at no more than mn points, with some of the intersection points possibly being imaginary.

Original Source Citation

Mémoires de l'académie des sciences de Berlin, Volume 4, pp. 234-248.

Opera Omnia Citation

Series 1, Volume 26, pp.46-59.

Record Created

2018-09-25

Included in

Mathematics Commons

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