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Teaching Statement and Statement of Research Plans - GWDG

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8 Index<br />

References<br />

[1] L. , Lafforgue. Chtocas de drinfeld et ramanujan-petersson. Asterisque,<br />

(243), 1997.<br />

[2] J. Arthur <strong>and</strong> L. Clozel. Simple Algebras, Base Change, <strong>and</strong> the Advanced<br />

Theory <strong>of</strong> the Trace Formula. Princton University Press, 1989.<br />

[3] Hyman Bass. The ihara -selberg zeta function <strong>of</strong> a tree lattice. Internat.<br />

J.Math. (1992) 717-797.<br />

[4] N. Bourbaki. Lie groups <strong>and</strong> Lie algebras. Chapter 4 − 6.<br />

[5] K. Brown. Buildings. Springer-Verlag, New York, 1988.<br />

[6] H. Garl<strong>and</strong>. p-adic curvature <strong>and</strong> cohomology <strong>of</strong> discrete subgroups <strong>of</strong><br />

p-adic groups. Ann. <strong>of</strong> Math. 97, 375 − 423.<br />

[7] Ki-I. Hashimoto. Zeta functions <strong>of</strong> finite graphs <strong>and</strong> represetations <strong>of</strong><br />

p-adic groups. Adv. Stud. Pure Math., vol. 15, 1991, pp. 171 − 210.<br />

[8] W.J. H<strong>of</strong>fman. Remarks on the zeta function <strong>of</strong> a graph.<br />

www.math.lsu.edu/ preprint/2002/jwh2002b.pdf.<br />

[9] Y. Ihara. Discrete subgroups <strong>of</strong> PL(2, k p ). c. Sympos. Pure Math. IX,<br />

Boulder, Colo, 1965. 272 − 278.<br />

[10] Y. Ihara. Algebraic curves mode p <strong>and</strong> arithmetic groups. Proc. Sympos.<br />

Pure Math. IX, Boulder,Colo, pp.265 − 271, 1965.<br />

[11] S. Lang. Algebra. Addison Wessly, 1965.<br />

[12] W. Li. Ramanujan hypergraphs, preprint. Preprint, 2003.<br />

[13] A. Lubotzky, R. Philips, <strong>and</strong> P. Sarnak. Ramanujan conjectures <strong>and</strong><br />

explicit construction <strong>of</strong> exp<strong>and</strong>ers. Proc. Symp. on Theo. <strong>of</strong> Camp. Sci<br />

(STOC), 86, 240-246, 1988.<br />

[14] A. Lubotzky, R. Philips, <strong>and</strong> P. Sarnak. Ramanujan graphs. Combinatorica<br />

8,261 − 277, 1988.<br />

[15] A. Lubotzky, B. Samuels, <strong>and</strong> U. Vishne. Ramanujan complex <strong>of</strong> type<br />

à n . http://arxiv.org/pdf/math.CO/0406217, 2004.<br />

[16] A. Lubotzky <strong>and</strong> A. Zuk. On property (τ). priprint, 2003.

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