Noise-based logic

Noise-based logic (NBL)[1][2][3][4][5][6][7][8] is a class of multivalued deterministic logic schemes, developed in the twenty-first century, where the logic values and bits are represented by different realizations of a stochastic process. The concept of noise-based logic and its name was created by Laszlo B. Kish. In its foundation paper[3] it is noted that the idea was inspired by the stochasticity of brain signals and by the unconventional noise-based communication schemes, such as the Kish cypher.

  1. ^ David Boothroyd (22 February 2011). "Cover Story: What's this noise all about?". New Electronics. Archived from the original on 27 April 2011. Retrieved 10 May 2011.
  2. ^ Justin Mullins (7 October 2010). "Breaking the Noise Barrier: Enter the phonon computer". New Scientist. Archived from the original on 2016-04-13.
  3. ^ a b Laszlo B. Kish (2009). "Noise-based logic: Binary, multi-valued, or fuzzy, with optional superposition of logic states". Physics Letters A. 373 (10): 911–918. arXiv:0808.3162. Bibcode:2009PhLA..373..911K. doi:10.1016/j.physleta.2008.12.068. S2CID 17537255.
  4. ^ Laszlo B. Kish; Sunil Khatri; Swaminathan Sethuraman (2009). "Noise-based logic hyperspace with the superposition of 2^N states in a single wire". Physics Letters A. 373 (22): 1928–1934. arXiv:0901.3947. Bibcode:2009PhLA..373.1928K. doi:10.1016/j.physleta.2009.03.059. S2CID 15254977.
  5. ^ Sergey M. Bezrukov; Laszlo B. Kish (2009). "Deterministic multivalued logic scheme for information processing and routing in the brain". Physics Letters A. 373 (27–28): 2338–2342. arXiv:0902.2033. Bibcode:2009PhLA..373.2338B. doi:10.1016/j.physleta.2009.04.073. S2CID 119241496.
  6. ^ Laszlo B. Kish; Sunil Khatri; Ferdinand Peper (2010). "Instantaneous noise-based logic". Fluctuation and Noise Letters. 09 (4): 323–330. arXiv:1004.2652. doi:10.1142/S0219477510000253. S2CID 17034438.
  7. ^ Peper, Ferdinand; Kish, Laszlo B. (2011). "Instantaneous, Non-Squeezed, Noise-Based Logic" (PDF). Fluctuation and Noise Letters. 10 (2): 231–237. arXiv:1012.3531. doi:10.1142/S0219477511000521. S2CID 1610981.
  8. ^ Laszlo B. Kish; Sunil Khatri; Tamas Horvath (2011). "Computation using Noise-based Logic: Efficient String Verification over a Slow Communication Channel". The European Physical Journal B. 79 (1): 85–90. arXiv:1005.1560. Bibcode:2011EPJB...79...85K. doi:10.1140/epjb/e2010-10399-x. S2CID 15608951.