On the Diophantine Equation F(y)-x = 0

@inproceedings{PriedOnTD,
  title={On the Diophantine Equation F(y)-x = 0},
  author={Michael Pried and Stony Brook}
}
The author has made several investigations into problems related to the genus zero curve f (y)-x = 0 for f (y) e K[y] where K is a field. The progression of events can be best seen by a quick perusal of the se-pence of papers [4], [ 5 ] , [6], [TI, [B], whereby the very particular problems of [4], [,"), [6] have launched the general problems about tahe fields of definition of arbitrary models of Riemann surfaces in [7] and f8]. This latter work is just barely started, but it has already shown… CONTINUE READING
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