Edward F. Schaefer - Concepedia

Author

Edward F. Schaefer

Santa Clara University ORCID

Also Known As

E.F. Schaefer, Edward F. Schaefer, Edward Schaefer, Schaefer, Edward F.

Publications

962

Citations

H-Index

Concepts

All Affiliations

Santa Clara University

About

Edward F. Schaefer is an author at Santa Clara University specializing in engineering, computer science, and hardware security.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	3	3	223
2	Computer Science	3	3	223
3	Data Privacy	2	2	138
4	Data Security	2	2	138
5	Data Management	1	1	67

Edward F. Schaefer

Publications

781

Citations

H-Index

Page 1

	Year	Citations
EXPLICIT DESCENT FOR JACOBIANS OF CYCLIC COVERS OF THE PROJECTIVE LINE Bjorn Poonen, Edward F. Schaefer Geometry Of NumberSchubert CalculusComputational Number TheoryGeometryDiophantine Analysis	1997	120
Cycles of quadratic polynomials and rational points on a genus-2 curve E. V. Flynn, Bjorn Poonen, Edward F. Schaefer Duke Mathematical Journal	1997	107
Computing a Selmer group of a Jacobian using functions on the curve Edward F. Schaefer Mathematische Annalen Selmer Group	1998	101
2-Descent on the Jacobians of Hyperelliptic Curves Edward F. Schaefer Journal of Number Theory Geometry Of NumberGlobal AnalysisTropical GeometryHyperelliptic Curves	1995	91
How to do a 𝑝-descent on an elliptic curve Edward F. Schaefer, Michael Stoll Transactions of the American Mathematical Society Numerical AnalysisEngineeringComputational Number TheoryAnnotation Encoding=Number Field	2003	85
A SIMPLIFIED AES ALGORITHM AND ITS LINEAR AND DIFFERENTIAL CRYPTANALYSES Mohammad A. Musa, Edward F. Schaefer, Stephen Wedig Cryptologia EngineeringInformation SecurityInformation ForensicsBlock CipherFormal Verification	2003	71
A SIMPLIFIED DATA ENCRYPTION STANDARD ALGORITHM Edward F. Schaefer Cryptologia Hardware SecurityData Encryption StandardEngineeringEncrypted StorageInformation Security	1996	67
Empirical evidence for the Birch and Swinnerton-Dyer conjectures for modular Jacobians of genus 2 curves E. V. Flynn, Franck Leprévost, Edward F. Schaefer, Mathematics of Computation Computational Number TheoryModular JacobiansGenus 2Modular FormAnalytic Number Theory	2001	58
Computing the $p$-Selmer group of an elliptic curve Z. Djabri, Edward F. Schaefer, N. P. Smart Transactions of the American Mathematical Society Geometry Of Number-Selmer GroupComputational Number TheoryModular FormNumber Fields	2000	36
Selmer groups of elliptic curves that can be arbitrarily large Remke Kloosterman, Edward F. Schaefer Journal of Number Theory Computational Number TheorySelmer Groups	2003	29

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