Search problems in cryptography: from fingerprinting to lattice sieving
Technische Universiteit Eindhoven 2016
PublishedSource checked
- Time bound
- (13/9)n/2 + o(n)
- Space bound
- (13/9)n/2 + o(n)
- Source / version date
- 16 Feb 2016
- Comparison variant
- Quantum · heuristic
- Cost scale
- 2c n + o(n)
- Operation model
- Quantum RAM access to classical data; heuristic spherical list model
- reference
- Section 14.2.10
Assumptions and source notes
Section 14.2.10, equation (14.6)–(14.7): heuristic quantum LSF bound. The author-hosted draft is dated 10 November 2015; chronology uses the documented thesis publication date.
Source location
Chapter 14, Section 14.2.10, printed p.186 / PDF p.193
Version: 2016-02-16
Selected earlier references
Selected sources cited by this paper.
- Finding shortest lattice vectors faster using quantum search
Thijs Laarhoven · Michele Mosca · Joop van de Pol · 2015
Extends the quantum-search complexity analysis. Chapter 14, introductory references [LMvdP15]
- New directions in nearest neighbor searching with applications to lattice sieving
Anja Becker · Léo Ducas · Nicolas Gama · Thijs Laarhoven · 2016
Quantum filtering builds on the classical locality-sensitive filters. Sections 13 and 14.2.10; reference [BDGL16]
BibTeXDownload .bib
@phdthesis{laarhoven-thesis-2016,
author = {Thijs Laarhoven},
title = {{Search problems in cryptography: from fingerprinting to lattice sieving}},
school = {Technische Universiteit Eindhoven},
year = {2016},
url = {https://research.tue.nl/en/publications/search-problems-in-cryptography-from-fingerprinting-to-lattice-si/},
keywords = {SVP, quantum sieving, nearest neighbors},
cr_date = {2016-02-16},
cr_status = {published},
cr_venue = {Technische Universiteit Eindhoven},
cr_author_ids = {thijs-laarhoven}
}