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Geometry, Spectral Theory, Groups, and Dynamics

Edited by: Michael Entov Technion – Israel Institute of Technology, Haifa, Israel
Yehuda Pinchover Technion – Israel Institute of Technology, Haifa, Israel
Michah Sageev Technion – Israel Institute of Technology, Haifa, Israel
A co-publication of the AMS and Bar-Ilan University
Available Formats:
Electronic ISBN: 978-0-8218-7977-1
Product Code: CONM/387.E
List Price: $92.00 MAA Member Price:$82.80
AMS Member Price: $73.60 Click above image for expanded view Geometry, Spectral Theory, Groups, and Dynamics Edited by: Michael Entov Technion – Israel Institute of Technology, Haifa, Israel Yehuda Pinchover Technion – Israel Institute of Technology, Haifa, Israel Michah Sageev Technion – Israel Institute of Technology, Haifa, Israel A co-publication of the AMS and Bar-Ilan University Available Formats:  Electronic ISBN: 978-0-8218-7977-1 Product Code: CONM/387.E  List Price:$92.00 MAA Member Price: $82.80 AMS Member Price:$73.60
• Book Details

Contemporary Mathematics
Israel Mathematical Conference Proceedings
Volume: 3872005; 275 pp
MSC: Primary 58; 53; 37; Secondary 11; 20; 55;

This volume contains articles based on talks given at the Robert Brooks Memorial Conference on Geometry and Spectral Theory and the Workshop on Groups, Geometry and Dynamics held at Technion – the Israel Institute of Technology (Haifa).

Robert Brooks' (1952 – 2002) broad range of mathematical interests is represented in the volume, which is devoted to various aspects of global analysis, spectral theory, the theory of Riemann surfaces, Riemannian and discrete geometry, and number theory. A survey of Brooks' work has been written by his close colleague, Peter Buser.

Also included in the volume are articles on analytic topics, such as Szegő's theorem, and on geometric topics, such as isoperimetric inequalities and symmetries of manifolds.

The book is suitable for graduate students and researchers interested in various aspects of geometry and global analysis.

The book is suitable for graduate students and research mathematicians interested in various aspects of geometry and global analysis.

• Articles
• Peter Buser - On the mathematical work of Robert Brooks [ MR 2179784 ]
• David Blanc - Moduli spaces of homotopy theory [ MR 2179785 ]
• R. Brooks and M. Monastyrsky - $K$-regular graphs and Hecke surfaces [ MR 2179786 ]
• Peter Buser and Klaus-Dieter Semmler - Isospectrality and spectral rigidity of surfaces with small topology [ MR 2179787 ]
• Isaac Chavel - Topics in isoperimetric inequalities [ MR 2179788 ]
• Benson Farb and Shmuel Weinberger - Hidden symmetries and arithmetic manifolds [ MR 2179789 ]
• Hershel M. Farkas - Variants of the $3N+1$ conjecture and multiplicative semigroups [ MR 2179790 ]
• Urs Frauenfelder, Viktor Ginzburg and Felix Schlenk - Energy capacity inequalities via an action selector [ MR 2179791 ]
• Koji Fujiwara - On non-bounded generation of discrete subgroups in rank-1 Lie group [ MR 2179792 ]
• Carolyn Gordon, Peter Perry and Dorothee Schueth - Isospectral and isoscattering manifolds: a survey of techniques and examples [ MR 2179793 ]
• Mikhail G. Katz and Christine Lescop - Filling area conjecture, optimal systolic inequalities, and the fiber class in abelian covers [ MR 2180208 ]
• Eric Leichtnam - An invitation to Deninger’s work on arithmetic zeta functions [ MR 2180209 ]
• Alexander Lubotzky - Some more non-arithmetic rigid groups [ MR 2180210 ]
• Ross G. Pinsky - On domain monotonicity for the principal eigenvalue of the Laplacian with a mixed Dirichlet-Neumann boundary condition [ MR 2180211 ]
• Barry Simon - The sharp form of the strong Szegő theorem [ MR 2180212 ]
• Requests

Review Copy – for reviewers who would like to review an AMS book
Accessibility – to request an alternate format of an AMS title
Israel Mathematical Conference Proceedings
Volume: 3872005; 275 pp
MSC: Primary 58; 53; 37; Secondary 11; 20; 55;

This volume contains articles based on talks given at the Robert Brooks Memorial Conference on Geometry and Spectral Theory and the Workshop on Groups, Geometry and Dynamics held at Technion – the Israel Institute of Technology (Haifa).

Robert Brooks' (1952 – 2002) broad range of mathematical interests is represented in the volume, which is devoted to various aspects of global analysis, spectral theory, the theory of Riemann surfaces, Riemannian and discrete geometry, and number theory. A survey of Brooks' work has been written by his close colleague, Peter Buser.

Also included in the volume are articles on analytic topics, such as Szegő's theorem, and on geometric topics, such as isoperimetric inequalities and symmetries of manifolds.

The book is suitable for graduate students and researchers interested in various aspects of geometry and global analysis.

The book is suitable for graduate students and research mathematicians interested in various aspects of geometry and global analysis.

• Articles
• Peter Buser - On the mathematical work of Robert Brooks [ MR 2179784 ]
• David Blanc - Moduli spaces of homotopy theory [ MR 2179785 ]
• R. Brooks and M. Monastyrsky - $K$-regular graphs and Hecke surfaces [ MR 2179786 ]
• Peter Buser and Klaus-Dieter Semmler - Isospectrality and spectral rigidity of surfaces with small topology [ MR 2179787 ]
• Isaac Chavel - Topics in isoperimetric inequalities [ MR 2179788 ]
• Benson Farb and Shmuel Weinberger - Hidden symmetries and arithmetic manifolds [ MR 2179789 ]
• Hershel M. Farkas - Variants of the $3N+1$ conjecture and multiplicative semigroups [ MR 2179790 ]
• Urs Frauenfelder, Viktor Ginzburg and Felix Schlenk - Energy capacity inequalities via an action selector [ MR 2179791 ]
• Koji Fujiwara - On non-bounded generation of discrete subgroups in rank-1 Lie group [ MR 2179792 ]
• Carolyn Gordon, Peter Perry and Dorothee Schueth - Isospectral and isoscattering manifolds: a survey of techniques and examples [ MR 2179793 ]
• Mikhail G. Katz and Christine Lescop - Filling area conjecture, optimal systolic inequalities, and the fiber class in abelian covers [ MR 2180208 ]
• Eric Leichtnam - An invitation to Deninger’s work on arithmetic zeta functions [ MR 2180209 ]
• Alexander Lubotzky - Some more non-arithmetic rigid groups [ MR 2180210 ]
• Ross G. Pinsky - On domain monotonicity for the principal eigenvalue of the Laplacian with a mixed Dirichlet-Neumann boundary condition [ MR 2180211 ]
• Barry Simon - The sharp form of the strong Szegő theorem [ MR 2180212 ]
Review Copy – for reviewers who would like to review an AMS book
Accessibility – to request an alternate format of an AMS title
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