Robert Pollack Assistant Professor of Mathematics Boston University Office: MCS Room 232 Phone: 617-353-4692 E-mail: rpollack@math.bu.edu Office hours: M 3-4, W 12-1

Teaching BU algebra seminar Harvard math seminars CV Film roles

	Critical slope p-adic L-functions (draft available here) joint with Glenn Stevens
coming soon	Stickelberger elements of non-ordinary modular forms joint with Matthew Emerton and Tom Weston
in preparation	Iwasawa invariants of elliptic curves at supersingular primes joint with Ralph Greenberg and Adrian Iovita

Publications and preprints

	Overconvergent modular symbols and p-adic L-functions (submitted) joint with Glenn Stevens
	On μ-invariants of anticyclotomic p-adic L-functions of elliptic curves (submitted) joint with Tom Weston
	A construction of rigid analytic cohomology classes for congruence subgroups of SL3(Z) to appear in the Canadian Journal of Mathematics joint with David Pollack
	Two p-adic L-functions and rational points on elliptic curves with supersingular reduction L-Functions and Galois Representations (Durham, 2007), 300--332, London Math Society LNS 320 joint with Masato Kurihara
	Kida's formula and congruences of modular forms Documenta Mathematica, 2006, extra volume (in honor of John Coates) joint with Tom Weston
	Iwasawa theory of elliptic curves at supersingular primes over Zp-extensions of number fields Journal fur die Reine und Angewandte Mathematik, 598 (2006), 71--103 joint with Adrian Iovita
	The efficient calculation of Stark-Heegner points via overconvergent modular symbols Israel Journal of Mathematics, 153 (2006), 319--354 joint with Henri Darmon
	Variation of the Iwasawa invariants in Hida families Inventiones Mathematicae, 163 (2006), no. 3, 523--580 joint with Matthew Emerton and Tom Weston
	An algebraic version of a theorem of Kurihara Journal of Number Theory (special issue in honor of Arnold Ross), Vol 110/1 (2005), 164-177
	The main conjecture for CM elliptic curves at supersingular primes Annals of Mathematics, 159 (2004) no. 1, 447-464 joint with Karl Rubin
	On the p-adic L-function of a modular form at a supersingular prime Duke Mathematical Journal, 118 (2003) no. 3, 523-558