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MATHEMATICAL DESCRIPTION THE DIVIDE OF INTEGER NUMBERS

Scientific papers of Donetsk National Technical University. Series: Informatics, Cybernetics and Computer Science, 2023
Computer division of integers is given by polynomial transformation of complementary codes. The positive property of the mathematical model of these polynomials is characterized by the formation of polynomials of positive and negative integers with an equivalent expression.
O. V. SAMOSHCHENKO   +2 more
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Scalable multiple description video coding with flexible number of descriptions

IEEE International Conference on Image Processing 2005, 2005
Multiple description video coding mitigates the effects of packet losses introduced by congestion and/or bit errors. In this paper, we propose a novel multiple description video coding technique, based on fully scalable wavelet video coding, which allows post encoding adaptation of the number of descriptions, the redundancy level of each description ...
E. Akyol, A.M. Tekalp, M.R. Civanlar
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Expressive number restrictions in description logics

Journal of Logic and Computation, 1999
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Baader, Franz, Sattler, Ulrike
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Description of three‐phase filtration with a novel dimensionless number

AIChE Journal, 1998
AbstractInternal filtration in slurry bubble columns offers a possible solution to the filtration problems related to this reactor type. The applicability of the concept has already been demonstrated at full‐scale for wastewater treatment, even though a theoretical description of internal filtration is lacking.
Huizenga, P.   +2 more
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OCTANE NUMBER DESCRIPTION OF ETHERS

Octane number is an indicator that characterizes the detonation resistance (explosion resistance) of fuel used in internal combustion engines with external mixture formation (usually gasoline, not used to characterize diesel fuel and aviation kerosene).
Makhmudov, M.J., Tukhtaev, N.N.
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Large Reynolds number streak description using RNS

2009
We use the Reduced Navier-Stokes (RNS) equations for the simulation of the nonlinear evolution of streaks in a flat plate boundary layer. The RNS are asymptotically derived from the Navier Stokes equations for Re » 1, and they are appropriated for flow configurations with one slow scale and two short scales.
Juan A. Martín, Carlos Martel
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Another Description of the Central Delannoy Numbers: 10894

The American Mathematical Monthly, 2003
gcd(a,b) a = aop1 ...Pk and b = bop . .. Pk, where gcd(ao, bo) = 1 and P1 ..., Pk are primes. Let al = aop ... Pi. We have lcm(aj,b) _ a0b and lcm(al, b) = aob. We gcd(al,b) Pl"'Pl conclude that a0b divides al * b and that at * b divides aob. This yields (1) by induction on 1. By (1), for each a = ?pl .
Robert Sulanke   +4 more
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Description of MCV, a pseudo-random number generator

Scandinavian Actuarial Journal, 1976
Abstract The need for random-numbers in simulation in nuclear physics, communications, risk theory, queue systems, industrial organization and many other related and similar topics is beyond question. Sooner or later the calculation part of these problems grows beyond human powers and a computer has to be involved.
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