NMR implementations of Gauss sums
arXiv:0807.1608 · doi:10.1016/j.physleta.2008.07.019
Abstract
I describe the use of NMR experiments which implement Gauss sums as a method for factoring numbers and discuss whether this approach can be computationally useful.
Physics Letters A in press. 4 pages elsart, no figures. Follow up to e-print arXiv:0704.2065
References in corpus (6)
- NMR experiment factors numbers with Gauss sums
- Factorization of Numbers with the temporal Talbot effect: Optical implementation by a sequence of shaped ultrashort pulses
- Gauss sum factorization with cold atoms
- Factorizing Numbers with the Gauss Sum Technique: NMR Implementations
- NMR implementation of Factoring Large Numbers with GaußSums: Suppression of Ghost Factors
- Comment on "NMR Experiment Factors Numbers with Gauss Sums"
Cited by in corpus (6)
- Quantum Computing with NMR
- Factoring numbers with a single interferogram
- Factorization of numbers with Gauss sums: I. Mathematical background
- New factorization algorithm based on a continuous representation of truncated Gauss sums
- Factorizing numbers with classical interference: several implementations in optics
- Factorization of numbers with truncated Gauss sums at rational arguments