TitleRandom-Resistor-Random-Temperature Kirchhoff-Law-Johnson-Noise (RRRT-KLJN) Key Exchange
Journal titleMetrology and Measurement Systems
Divisions of PASNauki Techniczne
PublisherPolish Academy of Sciences Committee on Metrology and Scientific Instrumentation
ReferencesKish (2013), Enhanced secure key exchange systems based on the Johnson - noise scheme Metrol, Meas Syst, 20, 191. ; Kish (2006), Response to Scheuer - Yariv : A classical key - distribution system based on Johnson like ) noise - how secure A, Phys Lett, 359. ; Scheuer (2006), A classical key - distribution system based on Johnson like ) noise - How secure A, Phys Lett, 359. ; Kerckhoffs (1883), La cryptographie militaire Militaires, Sci, 9, 5. ; Chen (2014), On the cracking scheme in the paper A directional coupler attack against the Kish key distribution system by Gunn Allison and Abbott Metrol, Meas Syst, 21, 389. ; Mingesz (2014), Experimental study of the Kirchhoff - law - Johnson - noise secure key exchange, Int J Mod Phys Conf Ser, 33. ; Hirota (2005), Quantum stream cipher Part III : Design of keyed randomization and experiment SPIE Quantum Communications and Quantum Imaging III, Proc, 5893. ; Hao (2006), Kish s key exchange scheme is insecure, IEE Proc Inform Soc, 153. ; Kish (2015), Analysis of an attenuator artifact in an experimental attack by Gunn Allison Abbott against the Kirchhoff - law - Johnson noise KLJN secure key exchange system Fluct, Noise Lett, 14, 1550011, doi.org/10.1142/S021947751550011X ; Smulko (2014), Performance analysis of the intelligent Kirchhoff s - law - Johnson - noise secure key exchange Fluct, Noise Lett, 13, 1450024, doi.org/10.1142/S0219477514500242 ; Kish (2006), Response to Feng Hao s paper Kish s key exchange scheme is insecure Fluct, Noise Lett, 6, 41. ; Mingesz (2015), What kind of noise guarantees security for the Kirchhoff - loop - Johnson - noise key exchange Fluct, Noise Lett, 13, 1450021, doi.org/10.1142/S0219477514500217 ; Kish (2010), Noise in the wire : The real impact of wire resistance for the - like ) noise based secure communicator A, Phys Lett, 374. ; Vadai (2015), Generalized Kirchhoff - law - Johnson noise KLJN secure key exchange system using arbitrary resistors, Sci Rep, 13653, doi.org/10.1038/srep13653 ; Kish (2009), Notes on recent approaches concerning the Kirchhoff - law - Johnson - noisebased secure key exchange A, Phys Lett, 373. ; Kish (2006), Totally secure classical communication utilizing - like ) noise and Kirchhoff s law A, Phys Lett, 352. ; Chen (2014), Do electromagnetic waves exist in a short cable at low frequencies ? What does physics say Fluct, Noise Lett, 13, 1450016, doi.org/10.1142/S0219477514500163 ; Mingesz (2008), Johnson - like ) - noise - Kirchhoff - loop based secure classical communicator characteristics , for ranges of two to two thousand kilometers , via model - line A, Phys Lett, 372. ; Kish (2014), On the security of the Kirchhoff - law - Johnson noise KLJN communicator Quant, Inform Proc, 13, 2213. ; Mingesz (2013), Unconditional security by the laws of classical physics Metrol, Meas Syst, 20, 3.