Results 11 to 20 of about 38 (38)
Lower Bounds for the Canonical Height of a Unicritical Polynomial and Capacity
In a recent breakthrough, Dimitrov [Dim] solved the Schinzel–Zassenhaus conjecture. We follow his approach and adapt it to certain dynamical systems arising from polynomials of the form $T^p+c$ , where p is a prime number and where the orbit of
P. Habegger, H. Schmidt
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Canonical heights for abelian group actions of maximal dynamical rank
Let X be a smooth projective variety of dimension $n\geq 2$ and $G\cong \mathbf {Z}^{n-1}$ a free abelian group of automorphisms of X over $\overline {\mathbf {Q}}$ . Suppose that G is of positive entropy.
Fei Hu, Guolei Zhong
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Average Analytic Ranks of Elliptic Curves over Number Fields
We give a conditional bound for the average analytic rank of elliptic curves over an arbitrary number field. In particular, under the assumptions that all elliptic curves over a number field K are modular and have L-functions which satisfy the ...
Tristan Phillips
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Improvements on dimension growth results and effective Hilbert’s irreducibility theorem
We sharpen and generalize the dimension growth bounds for the number of points of bounded height lying on an irreducible algebraic variety of degree d, over any global field.
Raf Cluckers +4 more
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Influence of cytotoxic T lymphocyte antigen 4 genetic variants on acute rejection in kidney transplant patients: precision medicine perspective. [PDF]
Taleb A +5 more
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On the height of Gross-Schoen cycles in genus three. [PDF]
de Jong R.
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Density of rational points on some quadric bundle threefolds. [PDF]
Bonolis D, Browning T, Huang Z.
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Finiteness results for multiplicatively dependent points on complex curves
Michigan Mathematical Journal, 2003E Bombieri
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