Pour toute surface hyperbolique de genre $g$, $λ_{2g-2}>\frac 14}$
We show that for any hyperbolic surface of genus g, the eigenvalue $λ_{2g-2}$ of the Laplace operator is > 1/4.
math.DG↗
arXiv subjects
Publications and source records attributed to Jean-Pierre Otal.
We show that for any hyperbolic surface of genus g, the eigenvalue $λ_{2g-2}$ of the Laplace operator is > 1/4.