1 citations · 1 across the 4 of their papers we have counts for
4 papers
Pencils of projective hypersurfaces, Griffiths heights and geometric invariant theory. II Hypersurfaces with semihomogeneous singularities
Thomas Mordant
This paper establishes a formula for the stable Griffiths height of the middle-dimensional cohomology of a pencil of projective hypersurfaces , with semihomogeneous singularitie…
Pencils of projective hypersurfaces, Griffiths heights and geometric invariant theory. I
Thomas Mordant
We study the Griffiths heights associated to the middle-dimensional cohomology of pencils of projective hypersurfaces, by comparing them to heights defined by means of geometric in…
A note on the semistability of singular projective hypersurfaces
Thomas Mordant
In this note, we give sufficient conditions for the (semi)stability of a hypersurface of in terms of its degree , the maximal multiplicity of its singul…
Griffiths heights and pencils of hypersurfaces
Thomas Mordant
The Griffiths height of a variation of Hodge structures over a projective curve is defined as the degree of its canonical line bundle, as defined by Griffiths and generalized by Pe…