Karlsruhe Accurate Arithmetic (KAA), or Karlsruhe Accurate Arithmetic Approach (KAAA), augments conventional floating-point arithmetic with good error behaviour with new operations to calculate scalar products with a single rounding error.[1]
The foundations for KAA were developed at the University of Karlsruhe starting in the late 1960s.[2][3][4]
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and 12 Related for: Karlsruhe Accurate Arithmetic information
simulation Interval finite element Fuzzy number Significant figures KarlsruheAccurateArithmetic (KAA) Unum Dreyer, Alexander (2003). Interval Analysis of Analog...
co-founded the FreeBSD project. Super-root (a feature of MUNIX) KarlsruheAccurateArithmetic (for Cadmus computer) Pascal-SC (for Cadmus computer) "The History...
order to decide when a sufficiently accurate solution has (hopefully) been found. Even using infinite precision arithmetic these methods would not reach the...
1956-01-30 to 1956-02-03.) Steinbuch, Karl W., ed. (1962). Written at Karlsruhe, Germany. Taschenbuch der Nachrichtenverarbeitung (in German) (1 ed.)...
S2CID 15968541. Schlag, Sebastian (2013). "Distributed duplicate removal". Karlsruhe Institute of Technology. Shatdal, Ambuj; Jeffrey F. Naughton (1994). "Processing...
and multiplication; this system, known as Peano arithmetic, was in fact incompletable. (Peano arithmetic is adequate for a good deal of number theory, including...
based on assumptions and preconditions of a model but are of trivial arithmetic nature, usually shaped as equation and universal without restrictions...
P. "Scale-space filtering", Proc. 8th Int. Joint Conf. Art. Intell., Karlsruhe, Germany,1019–1022, 1983. A. Witkin, "Scale-space filtering: A new approach...
consensus emerged at the first international chemical conference, the Karlsruhe Congress, and a revised list of elements and atomic masses was adopted...
is later used in information retrieval. In 1860 a congress was held at Karlsruhe Technische Hochschule to discuss the feasibility of establishing a systematic...
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