4 citations · 4 across the 2 of their papers we have counts for
3 papers
math.AG2022
The theta invariants and the volume function on arithmetic varieties
Mounir Hajli
We introduce a new arithmetic invariant for hermitian line bundles on an arithmetic variety. We use this invariant to measure the variation of the volume function with respect to t…
math.AG2016
Growth of balls of holomorphic sections on projective toric varieties
Mounir Hajli
Let be an equivariant line bundle which is big and nef on a complex projective nonsingular toric variety . Given a continuous toric metric on $\math…
math.SP2013★ 4 cited
The spectral theory of generalized Laplacians associated to integrable metrics on compact Riemann surfaces
Mounir Hajli
We extend the spectral theory of generalized Laplacians to integrable metrics on compact Riemann surfaces. As a consequence, we attach in a direct way, a holomorphic analytic torsi…