Mounir Hajli

activity

20132026

most citedThe spectral theory of generalized Laplacians associated to integrable metrics on compact Riemann surfaces

4 citations · 6 across the 13 of their papers we have counts for

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3 papers · 1 filter

math.SP2015★ 1 cited

On the zeta functions on the projective complex spaces

Mounir Hajli

In this article, we study the zeta function $ζ_{q}$ associated to the Laplace operator $Δ_{q}$ acting on the space of the smooth $(0, q)$ -forms with $q = 0, \dots, n$ on the complex projec…

math.SP2013

On the invariant spectrum on $P^{1}$

Mounir Hajli

Motivated by the work of Abreu and Freitas, we study the invariant spectrum of the Laplace operator associated to hermitian line bundles endowed with invariant metrics over $\mathb…

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…

On the zeta functions on the projective complex spaces

On the invariant spectrum on P1

The spectral theory of generalized Laplacians associated to integrable metrics on compact Riemann surfaces

On the invariant spectrum on $P^{1}$