This book is a self-contained monograph on spectral theory for non-compact Riemann surfaces, focused on the infinite-volume case. By focusing on the scattering theory of hyperbolic surfaces, this work provides a compelling introductory example which will be accessible to a broad audience. The book opens with an introduction to the geometry of hyperbolic surfaces. Then a thorough development of the spectral theory of a geometrically finite hyperbolic surface of infinite volume is given. The final sections include recent developments for which no thorough account exists.
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Specifications
Book Details
Imprint
Birkhauser Boston Inc
Publication Year
2007
Series & Set Details
Series Name
Progress in Mathematics
Dimensions
Width
20 mm
Height
235 mm
Length
155 mm
Weight
691 gr
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