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Pollack, Robert - Department of Mathematics and Statistics, Boston University
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Robert POLLACK http://math.bu.edu/people/rpollack rpollack@math.bu.edu
OVERCONVERGENT MODULAR SYMBOLS AND p-ADIC L-FUNCTIONS
Efficient computations of p-adic L-functions via
ON ANTICYCLOTOMIC -INVARIANTS OF MODULAR FORMS ROBERT POLLACK AND TOM WESTON
Hilbert modular forms and the GrossStark conjecture Samit Dasgupta
MAZURTATE ELEMENTS OF NON-ORDINARY MODULAR ROBERT POLLACK AND TOM WESTON
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Iwasawa Theory of Elliptic Curves at Supersingular Primes over Zp-extensions of
Annals of Mathematics, 159 (2004), 447464 The main conjecture for CM elliptic
ON THE p-ADIC L-FUNCTION OF A MODULAR FORM AT A SUPERSINGULAR PRIME
Linear Algebra Spring 2011
DOI: 10.1007/s00222-005-0467-7 Invent. math. 163, 523580 (2006)
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Stickelberger elements of non-ordinary modular forms
Robert POLLACK http://math.bu.edu/people/rpollack rpollack@math.bu.edu
The efficient calculation of Stark-Heegner points via overconvergent modular symbols
Journal of Number Theory 110 (2005) 164177 www.elsevier.com/locate/jnt
CRITICAL SLOPE p-ADIC L-FUNCTIONS ROBERT POLLACK AND GLENN STEVENS
KIDA'S FORMULA AND CONGRUENCES ROBERT POLLACK AND TOM WESTON
Calculus II MA 124, B1 Professor Teaching Fellow
Solutions to Second Midterm 1. Compute the volume of the solid obtained by rotating the region bounded
MA124 Midterm 1 Solutions To solve this, take t = 1 -x3
