English Title
The proofs of some arithmetic theorems
Enestrom Number
98
Fuss Index
58
Original Language
Latin
Archive Notes
According to Eneström, additions to this work were presented to the St. Petersburg Academy on 16 August 1738.
Content Summary
Euler proves that the sum of two 4th powers can't be a 4th power, that the difference of two distinct non-zero 4th powers can't be a 4th power, and other such forms.
Published as
Journal article
Published Date
1747
Written Date
1738
Original Source Citation
Commentarii academiae scientiarum Petropolitanae, Volume 10, pp. 125-146.
Opera Omnia Citation
Series 1, Volume 2, pp.38-58.
Record Created
2018-09-25
