Titlebook: Applications of Interval Computations; R. Baker Kearfott,Vladik Kreinovich Book 1996 Springer Science+Business Media Dordrecht 1996 algori

尊嚴

Interval Arithmetic in Quantum Mechanics,le [9, 13, 20, 39, 38], and their applications in [10, 11, 12, 3, 4, 5,14,15,16,17,18,19, 20]). The purpose of this review is to select a piece of that body of work, and to give a more or less detailed account, both of the quantum mechanical problem surrounding the computer work and of the computer

Melodrama

漂亮

Solving Optimization Problems with Help of the UniCalc Solver,possibly inexact data. UniCalc uses the computation techniques based on . [13], which can be regarded as an analogue of constraint propagation with interval labels [4]. To implement this method, algorithms of interval mathematics are used, so UniCalc can also be used to solve interval problems. Anot

Basilar-Artery

Automatically Verified Arithmetic on Probability Distributions and Intervals, histograms. Histograms are composed of bars, each with an associated interval and probability mass. A histogram discretizes a probability distribution function in that each bar represents a portion of it, with the area of the bar equal to the area of the distribution function over that part of its

小鹿

Nested Intervals and Sets: Concepts, Relations to Fuzzy Sets, and Applications,e obtained an estimate . for a quantity . = .(xi,…,xn); we know the intervals x. of possible values of . ., and we want to find the interval y of possible values of .. Interval computations are one of the main techniques for solving this problem..In some cases, for each i, in addition to the . inter

Infantry

Fuzzy Interval Inference Utilizing the Checklist Paradigm and BK-Relational Products, It is often overlooked that many-valued logic (MVL) reasoning has a richer inference rule base than the crisp (i.e. classical two-valued) logic. Indeed some rules that are not possible in the crisp logic (which is point-based) . to existence when we accept intervals as the basic elements of the sem

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Computing Uncertainty in Interval Based Sets,rval-Valued Fuzzy Sets (IVFS) will be shown to describe both fuzziness and nonspecificity in their membership degrees, while a structure called an . further introduces conflict. A more realistic model of uncertainty is described by .-fuzzy sets, interval-valued .-fuzzy sets, and .-evidence sets, whe

Nostalgia

Software and Hardware Techniques for Accurate, Self-Validating Arithmetic,-validating arithmetic. Software tools include variable-precision software packages, interval arithmetic libraries, scientific programming languages, computer algebra systems, and numerical problem solving environments. Hardware designs include coprocessors that support the directed rounding modes a

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CEDE