Contributing to discourse HH Clark, EF Schaefer
Cognitive science 13 (2), 259-294, 1989
2815 1989 Collaborating on contributions to conversations HH Clark, EF Schaefer
Language and cognitive processes 2 (1), 19-41, 1987
638 1987 Concealing one's meaning from overhearers HH Clark, EF Schaefer
Journal of memory and Language 26 (2), 209-225, 1987
267 1987 Constructing Brezing-Weng pairing-friendly elliptic curves using elements in the cyclotomic field EJ Kachisa, EF Schaefer, M Scott
International conference on pairing-based cryptography, 126-135, 2008
225 2008 Explicit descent for Jacobians of cyclic coevers of the projective line. EF Schaefer, B Poonen
Walter de Gruyter, Berlin/New York 1997 (488), 141-188, 1997
169 1997 Cycles of quadratic polynomials and rational points on a genus-two curve EV Flynn, B Poonen, EF Schaefer
arXiv preprint math/9508211, 1995
168 1995 Twists of and primitive solutions to B Poonen, EF Schaefer, M Stoll
134 2007 Computing a Selmer group of a Jacobian using functions on the curve EF Schaefer
arXiv preprint arXiv:1507.08325, 2015
125 2015 How to do a 𝑝-descent on an elliptic curve E Schaefer, M Stoll
Transactions of the American Mathematical Society 356 (3), 1209-1231, 2004
120 2004 2-descent on the Jacobians of hyperelliptic curves EF Schaefer
Journal of number theory 51 (2), 219-232, 1995
117 1995 A simplified data encryption standard algorithm EF Schaefer
Cryptologia 20 (1), 77-84, 1996
111 1996 Dealing with overhearers HH Clark, EF Schaefer
Arenas of language use, 248-274, 1992
111 1992 A simplified AES algorithm and its linear and differential cryptanalyses MA Musa, EF Schaefer, S Wedig
Cryptologia 27 (2), 148-177, 2003
107 2003 Empirical evidence for the Birch and Swinnerton-Dyer conjectures for modular Jacobians of genus 2 curves E Flynn, F Leprévost, E Schaefer, W Stein, M Stoll, J Wetherell
Mathematics of Computation 70 (236), 1675-1697, 2001
74 2001 Class groups and Selmer groups EF Schaefer
journal of number theory 56 (1), 79-114, 1996
68 1996 Computing the 𝑝-Selmer group of an elliptic curve Z Djabri, E Schaefer, N Smart
Transactions of the American Mathematical Society 352 (12), 5583-5597, 2000
55 2000 Selmer groups of elliptic curves that can be arbitrarily large R Kloosterman, EF Schaefer
Journal of Number Theory 99 (1), 148-163, 2003
33 2003 An introduction to cryptography and Cryptanalysis E Schaefer
28 2009 Collaborating on contributions to conversations HH Clark, EF Schaefer
North-Holland Linguistic Series: Linguistic Variations 54, 123-152, 1989
28 1989 Graphical access to medical expert systems: IV. Experiments to determine the role of spoken input E Isaacs, CE Wulfman, JA Rohn, CD Lane, LM Fagan
Methods of information in medicine 32 (01), 18-32, 1993
25 1993