On the length of an arithmetic progression of the form ${3^x+2^y}$
The conclusion that the length of an arithmetic progression of the form ${3^x+2^y}$ is at most six is proved.
math.NT↗
arXiv subjects
Publications and source records attributed to Sihui Zhang.
The conclusion that the length of an arithmetic progression of the form ${3^x+2^y}$ is at most six is proved.