| The computational complexity of some problems of linear algebra JF Buss, GS Frandsen, JO Shallit Journal of Computer and System Sciences 58 (3), 572-596, 1999 | 193* | 1999 |
| Dynamic word problems G Skovbjerg Frandsen, PB Miltersen, S Skyum Journal of the ACM (JACM) 44 (2), 257-271, 1997 | 66* | 1997 |
| Efficient algorithms for the gcd and cubic residuosity in the ring of Eisenstein integers IB Damgård, GS Frandsen Journal of Symbolic Computation 39 (6), 643-652, 2005 | 46 | 2005 |
| Lower bounds for dynamic algebraic problems GS Frandsen, JP Hansen, PB Miltersen Information and Computation 171 (2), 333-349, 2001 | 32 | 2001 |
| What is an Efficient Implementation of the λ-calculus? GS Frandsen, C Sturtivant Functional Programming Languages and Computer Architecture: 5th ACM …, 1991 | 25 | 1991 |
| Dynamic matrix rank GS Frandsen, PF Frandsen Theoretical computer science 410 (41), 4085-4093, 2009 | 22 | 2009 |
| An arithmetic model of computation equivalent to threshold circuits J Boyar, G Frandsen, C Sturtivant Theoretical Computer Science 93 (2), 303-319, 1992 | 20 | 1992 |
| A singular choice for multiple choice GS Frandsen, MI Schwartzbach ACM SIGCSE Bulletin 38 (4), 34-38, 2006 | 19 | 2006 |
| Dynamic algorithms for the Dyck languages GS Frandsen, T Husfeldt, PB Miltersen, T Rauhe, S Skyum Algorithms and Data Structures: 4th International Workshop, WADS'95 Kingston …, 1995 | 19 | 1995 |
| An extended quadratic Frobenius primality test with average-and worst-case error estimate IB Damgard, GS Frandsen Journal of Cryptology 19, 489-520, 2006 | 17* | 2006 |
| Reviewing bounds on the circuit size of the hardest functions GS Frandsen, PB Miltersen Information processing letters 95 (2), 354-357, 2005 | 16 | 2005 |
| On the density of normal bases in finite fields GS Frandsen Finite Fields and Their Applications 6 (1), 23-38, 2000 | 14* | 2000 |
| Some results on uniform arithmetic circuit complexity GS Frandsen, M Valence, DA Mix Barrington Mathematical Systems Theory 27, 105-124, 1994 | 13 | 1994 |
| Logic programming and substitutions G Frandsen Fundamentals of Computation Theory: FCT'85 Cottbus, GDR, September 9–13 …, 1985 | 13* | 1985 |
| Dynamic normal forms and dynamic characteristic polynomial GS Frandsen, P Sankowski Theoretical computer science 412 (16), 1470-1483, 2011 | 10 | 2011 |
| An extended quadratic Frobenius primality test with average and worst case error estimates IB Damgård, GS Frandsen Fundamentals of Computation Theory: 14th International Symposium, FCT 2003 …, 2003 | 10 | 2003 |
| The computational efficacy of finite-field arithmetic C Sturtivant, GS Frandsen Theoretical computer science 112 (2), 291-309, 1993 | 9 | 1993 |
| Dynamic algorithms: Course notes on van Emde Boas trees (PDF) GS Frandsen University of Aarhus, Department of Computer Science, 0 | 9 | |
| Binary GCD like algorithms for some complex quadratic rings S Agarwal, GS Frandsen International Algorithmic Number Theory Symposium, 57-71, 2004 | 8 | 2004 |
| The complexity of finding replicas using equality tests GS Frandsen, PB Miltersen, S Skyum International Symposium on Mathematical Foundations of Computer Science, 463-472, 1993 | 6 | 1993 |
Peter Bro MiltersenFormer Professor of Computer Science at Aarhus UniversityZweryfikowany adres z cs.au.dk
