Kirchhoff-Lukasiewicz Machines I ve been working on analog computing since 1990 when I invented, and my students and I built, the first Lukasiewicz logic Arrays. http://www.cs.indiana.edu/~jwmills/ANALOG.NOTEBOOK/klm/klm.html
An Approach To Fuziness In The Setting Of Lukasiewicz Logic, The paper seeks to understand the meaning of fuzziness. Its aim is to show how in some cases fuzziness comes from the indistinguishability between a fuzzy http://stinet.dtic.mil/oai/oai?verb=getRecord&metadataPrefix=html&identifier=ADP
IngentaConnect On Normal Forms In Lukasiewicz Logic On normal forms in ukasiewicz logic. Authors Di Nola, A.1; Lettieri, A.2. Source Archive for Mathematical logic, Volume 43, Number 6, August 2004 , pp. http://www.ingentaconnect.com/content/klu/153/2004/00000043/00000006/art00004
On Lukasiewicz Logic With Truth-constants - Mathfuzzlog the expansion of Lukasiewicz logic with a countable set of truthconstants \mathcal{C} , have been recently proved for the case when the algebra of truth http://www.cs.cas.cz/mathfuzzlog/index.php/On_Lukasiewicz_logic_with_truth-const
[math/0508445] Invariant Measures In Free MV-algebras Invariant measures in Lukasiewicz logic. Authors Giovanni Panti Comments 10 pages, 3 figures Subjclass logic; Dynamical Systems MSC-class 03B50; 37A05 http://arxiv.org/abs/math/0508445
Analog Computation The chip on the right is a Lukasiewicz logic Array that was patented by Indiana University. Although it is built from transistors, it computes continuous http://www.indiana.edu/~rcapub/v21n2/p24.html
JSTOR Rational Pavelka Predicate Logic Is A Conservative Rational Pavelka logic extends Lukasiewicz infinitely valued logic by adding truth It does not extend Lukasiewicz logic (Theorem 2), even for statements http://links.jstor.org/sici?sici=0022-4812(200006)65:2<669:RPPLIA>2.0.CO;2-D
Sibirskii Zhurnal Industrial'noi Matematiki Lukasiewicz s logic as an architecture model of arithmetic We present a new view of the nature of Lukasiewicz s logic. UDC 510.644 Received 06.03.2003 http://www.mathnet.ru/php/journal.phtml?wshow=paper&jrnid=sjim&paperid=388&year=
George Metcalfe Lukasiewicz logic From Proof Systems to logic Programming (with N. Olivetti and D. Gabbay). logic Journal of the IGPL 13, 561585, 2005. http://www.math.vanderbilt.edu/people/metcalfe/publications
A Necessary And Sufficient Condition For Lukasiewicz Logic Functions The literal, TSUM, min and max operations employed in multiplevalued logic design can be expressed in terms of the implication and the negation of http://csdl.computer.org/comp/proceedings/ismvl/1996/7392/00/73920037abs.htm
DBLP: Daniele Mundici 15, Daniele Mundici Averaging the truthvalue in Lukasiewicz logic. Studia logica 55(1) 113-127 (1995). 1994. 14, Daniele Mundici A Constructive Proof of http://www.informatik.uni-trier.de/~ley/db/indices/a-tree/m/Mundici:Daniele.html
M_ValuedLETS Definitions of scope are broad and shall include mvalued logic (e.g., fuzzy logic, Lukasiewicz logic); theory of monetary instruments; related quantum http://www.geocities.com/m_valuedlets/
Shunsuke Yatabe Distinguishing nonstandard natural numbers in a set theory within Lukasiewicz logic Workshop on Algebra and logic, March 12, 2007, at JAIST. http://kurt.scitec.kobe-u.ac.jp/~yatabe/
Logic Colloquium 2006 However, the Hilbertstyle calculi and algebraic semantics of the resulting logics (MTL, BL, Lukasiewicz logic, Goedel logic, etc.) make no reference to the http://www.cs.ru.nl/lc2006/contributed.html
Home Page Of A. Di Nola A. Di Nola, B. Gerla, Algebras of Lukasiewicz s logic and their semiring L.P. Belluce, A. Di Nola, The MValgebra of first order Lukasiewicz logic. http://www.dmi.unisa.it/people/dinola/www/pubblicazioni.htm
Fuzzy DL Syntax The implication in (all R C) is interpreted as (or (not R) C); Lukasiewicz logic uses Lukasiewicz negation, conjunction and disjunction and implication. http://gaia.isti.cnr.it/~straccia/software/fuzzyDL/syntaxNew.html
Åukasiewicz Logic - Wikipedia, The Free Encyclopedia In mathematics, ukasiewicz logic is a nonclassical, many valued logic. It was originally defined by Jan ukasiewicz as a three-valued logic, http://en.wikipedia.org/wiki/Åukasiewicz_logic
Fuzzy Logic (Stanford Encyclopedia Of Philosophy) In ukasiewicz logic this is not the case if has the value 0.5 then its 2000), and logics putting ukasiewicz and product logic together (Esteva http://plato.stanford.edu/entries/logic-fuzzy/
Stefano Aguzzoli Stefano Aguzzoli An Asymptotically Tight Bound on Countermodels for ukasiewicz logic, International Journal of Approximate Reasoning , 43, pp. http://homes.dsi.unimi.it/~aguzzoli/stefanopage.htm
