Yu Yasufuku

most citedIntegral Points and Relative Sizes of Coordinates of Orbits in P^N

4 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2015★ 4 cited

Integral Points and Relative Sizes of Coordinates of Orbits in P^N

Yu Yasufuku

We give a generalization to higher dimensions of Silverman's result on finiteness of integer points in orbits. Assuming Vojta's conjecture, we prove a sufficient condition for morp…

math.NT2010

Explicit Descriptions of Quadratic Maps on $\pp^1$ defined over a field $K$

Michelle Manes, Yu Yasufuku

We describe an explicit parameter space for the set of all quadratic rational maps on $\pp^1$ defined over a field $K$ , up to conjugacy over $K$ .

Integral Points and Relative Sizes of Coordinates of Orbits in P^N

Explicit Descriptions of Quadratic Maps on $\pp^1$ defined over a field K

Explicit Descriptions of Quadratic Maps on $\pp^1$ defined over a field $K$