Hauteurs et discrétude
H*(C/B,L) for G of semi-simple rank 2
Heegner points and derivatives of L-series.
Heegner Points and Derivatives of L-Series. II.
Heegner points on modular curves.
Heegner Points on X ... (11)
Height pairings for algebraic cycles on abelian varieties
Height pairings in families of deformations.
Height preserving linear transformations on semisimple K-algebras.
Heights and reductions of semi-stable varieties
Heights and regulators of number fields and elliptic curves
We compare general inequalities between invariants of number fields and invariants of elliptic curves over number fields. On the number field side, we remark that there is only a finite number of non-CM number fields with bounded regulator. On the elliptic curve side, assuming the height conjecture of Lang and Silverman, we obtain a Northcott property for the regulator on the set of elliptic curves with dense rational points over a number field. This amounts to say that the arithmetic of CM fields...
Heights in number fields
Heights of algebraic points on subvarieties of abelian varieties
Heights of Heegner points on Shimura curves.
Heights of varieties in multiprojective spaces and arithmetic Nullstellensätze
We present bounds for the degree and the height of the polynomials arising in some problems in effective algebraic geometry including the implicitization of rational maps and the effective Nullstellensatz over a variety. Our treatment is based on arithmetic intersection theory in products of projective spaces and extends to the arithmetic setting constructions and results due to Jelonek. A key role is played by the notion of canonical mixed height of a multiprojective variety. We study this notion...
Heigth inequality of algebraic points on curves over functional fields.
Higher regulators and Hecke L-series of imaginary quadratic fields I.
Hilbert functions and Witt functions. An identity for congruences of Atkin and of Swinnerton-Dyer type.
Hilbert Modular Forms for the Field Q (...|
Hilbert Modular Surfaces and the Classification of Algebraic Surfaces.