Riemannian Metrics with large lambda(1)
Author(s)
Dodziuk, Jozef
Date issued
December 21, 1994
In
Proceedings of the American Mathematical Society
Vol
3
No
122
From page
905
To page
906
Subjects
LAPLACIAN SPECTRUM
Abstract
We show that every compact smooth manifold of three or more dimensions carries a Riemannian metric of volume one and arbitrarily large first eigenvalue of the Laplacian.
Publication type
journal article