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Michael J. Jacobson Jr.
2010 – today
- 2012
[j16]Pieter Rozenhart, Michael J. Jacobson Jr., Renate Scheidler: Tabulation of cubic function fields via polynomial binary cubic forms. Math. Comput. 81(280) (2012)- [j15]Niklas Carlsson, Carey Williamson, Andreas Hirt, Michael J. Jacobson Jr.: Performance modelling of anonymity protocols. Perform. Eval. 69(12): 643-661 (2012)
- [c16]Vanessa Dixon, Michael J. Jacobson Jr., Renate Scheidler: Improved Exponentiation and Key Agreement in the Infrastructure of a Real Quadratic Field. LATINCRYPT 2012: 214-233
- 2011
- [c15]Hugo Labrande, Michael J. Jacobson Jr.: Sublinear Scalar Multiplication on Hyperelliptic Koblitz Curves. Selected Areas in Cryptography 2011: 399-411
- [i5]M. D. Velichka, Michael J. Jacobson Jr., Andreas Stein: Computing Discrete Logarithms in the Jacobian of High-Genus Hyperelliptic Curves over Even Characteristic Finite Fields. IACR Cryptology ePrint Archive 2011: 98 (2011)
- [i4]Stefan Erickson, Michael J. Jacobson Jr., Andreas Stein: Explicit Formulas for Real Hyperelliptic Curves of Genus 2 in Affine Representation. IACR Cryptology ePrint Archive 2011: 105 (2011)
- 2010
- [i3]Michael J. Jacobson Jr., Renate Scheidler, Andreas Stein: Cryptographic Aspects of Real Hyperelliptic Curves. IACR Cryptology ePrint Archive 2010: 125 (2010)
2000 – 2009
- 2009
- [e1]Michael J. Jacobson Jr., Vincent Rijmen, Reihaneh Safavi-Naini (Eds.): Selected Areas in Cryptography, 16th Annual International Workshop, SAC 2009, Calgary, Alberta, Canada, August 13-14, 2009, Revised Selected Papers. Lecture Notes in Computer Science 5867, Springer 2009, ISBN 978-3-642-05443-3
- 2008
- [j14]M. Bauer, Michael J. Jacobson Jr., Y. Lee, Renate Scheidler: Construction of hyperelliptic function fields of high three-rank. Math. Comput. 77(261): 503-530 (2008)
- [c14]Michael J. Jacobson Jr., Renate Scheidler, Daniel Weimer: An Adaptation of the NICE Cryptosystem to Real Quadratic Orders. AFRICACRYPT 2008: 191-208
- [c13]Andreas Hirt, Michael J. Jacobson Jr., Carey L. Williamson: Taxis: Scalable Strong Anonymous Communication. MASCOTS 2008: 269-278
- 2007
- [j13]R. de Haan, Michael J. Jacobson Jr., Hugh C. Williams: A fast, rigorous technique for computing the regulator of a real quadratic field. Math. Comput. 76(260): 2139-2160 (2007)
- [c12]
- [c11]Stefan Erickson, Michael J. Jacobson Jr., Ning Shang, Shuo Shen, Andreas Stein: Explicit Formulas for Real Hyperelliptic Curves of Genus 2 in Affine Representation. WAIFI 2007: 202-218
- 2006
- [j12]Michael J. Jacobson Jr., Renate Scheidler, Hugh C. Williams: An Improved Real-Quadratic-Field-Based Key Exchange Procedure. J. Cryptology 19(2): 211-239 (2006)
- [j11]John Aycock, Rennie deGraaf, Michael J. Jacobson Jr.: Anti-disassembly using Cryptographic Hash Functions. Journal in Computer Virology 2(1): 79-85 (2006)
- [c10]Michael J. Jacobson Jr., Shantha Ramachandran, Hugh C. Williams: Numerical Results on Class Groups of Imaginary Quadratic Fields. ANTS 2006: 87-101
- [i2]Vassil S. Dimitrov, Kimmo U. Järvinen, Michael J. Jacobson Jr., W. F. Chan, Zhun Huang: Provably Sublinear Point Multiplication on Koblitz Curves and its Hardware Implementation. IACR Cryptology ePrint Archive 2006: 305 (2006)
- 2005
- [c9]Rennie deGraaf, John Aycock, Michael J. Jacobson Jr.: Improved Port Knocking with Strong Authentication. ACSAC 2005: 451-462
- [c8]Andreas Hirt, Michael J. Jacobson Jr., Carey L. Williamson: A Practical Buses Protocol for Anonymous Internet Communication. PST 2005
- 2004
- [c7]Michael J. Jacobson Jr.: The Security of Cryptosystems Based on Class Semigroups of Imaginary Quadratic Non-maximal Orders. ACISP 2004: 149-156
- [c6]Michael J. Jacobson Jr., Hugh C. Williams, Kjell Wooding: Imaginary Cyclic Quartic Fields with Large Minus Class Numbers. ANTS 2004: 280-292
- 2003
- [j10]Detlef Hühnlein, Michael J. Jacobson Jr., Damian Weber: Towards Practical Non-Interactive Public-Key Cryptosystems Using Non-Maximal Imaginary Quadratic Orders. Des. Codes Cryptography 30(3): 281-299 (2003)
- [j9]Michael J. Jacobson Jr., Hugh C. Williams: New quadratic polynomials with high densities of prime values. Math. Comput. 72(241): 499-519 (2003)
- [j8]Michael J. Jacobson Jr., Á. Pintér, P. G. Walsh: A computational approach for solving y2 =1k + 2k + ... + xk. Math. Comput. 72(244): 2099-2110 (2003)
- 2002
- [j7]Michael J. Jacobson Jr., Hugh C. Williams: Modular Arithmetic on Elements of Small Norm in Quadratic Fields. Des. Codes Cryptography 27(1-2): 111-117 (2002)
- [c5]Michael J. Jacobson Jr., Alfred J. van der Poorten: Computational Aspects of NUCOMP. ANTS 2002: 120-133
- 2001
- [c4]Mark Giesbrecht, Michael J. Jacobson Jr., Arne Storjohann: Algorithms for Large Integer Matrix Problems. AAECC 2001: 297-307
- [i1]Michael J. Jacobson Jr., Alfred Menezes, Andreas Stein: Solving Elliptic Curve Discrete Logarithm Problems Using Weil Descent. IACR Cryptology ePrint Archive 2001: 41 (2001)
- 2000
- [j6]Michael J. Jacobson Jr., Neal Koblitz, Joseph H. Silverman, Andreas Stein, Edlyn Teske: Analysis of the Xedni Calculus Attack. Des. Codes Cryptography 20(1): 1-64 (2000)
- [j5]Michael J. Jacobson Jr., Hugh C. Williams: The Size of the Fundamental Solutions of Consecutive Pell Equations. Experimental Mathematics 9(4): 631-640 (2000)
- [j4]Michael J. Jacobson Jr.: Computing Discrete Logarithms in Quadratic Orders. J. Cryptology 13(4): 473-492 (2000)
- [c3]Detlef Hühnlein, Michael J. Jacobson Jr., Damian Weber: Towards Practical Non-interactive Public Key Cryptosystems Using Non-maximal Imaginary Quadratic Orders. Selected Areas in Cryptography 2000: 275-287
1990 – 1999
- 1999
- [j3]Michael J. Jacobson Jr.: Applying sieving to the computation of quadratic class groups. Math. Comput. 68(226): 859-867 (1999)
- 1998
- [c2]Michael J. Jacobson Jr.: Experimental Results on Class Groups of Real Quadratic Fields. ANTS 1998: 463-474
- [c1]Detlef Hühnlein, Michael J. Jacobson Jr., Sachar Paulus, Tsuyoshi Takagi: A Cryptosystem Based on Non-maximal Imaginary Quadratic Orders with Fast Decryption. EUROCRYPT 1998: 294-307
- 1997
- [j2]Johannes Buchmann, Michael J. Jacobson Jr., Edlyn Teske: On some computational problems in finite abelian groups. Math. Comput. 66(220): 1663-1687 (1997)
- 1995
- [j1]Michael J. Jacobson Jr., Richard F. Lukes, Hugh C. Williams: An Investigation of Bounds for the Regulator of Quadratic Fields. Experimental Mathematics 4(3): 211-225 (1995)
Coauthor Index
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last updated on 2013-05-22 20:45 CEST by the dblp team