Hastad and Näslund proved KFB to be secure in terms of the theorems of complexity theory introduced by Blum, Micali, Levin and Goldreich, giving a quantitative relation between the effort of distinguishing the keystream from true randomness to the effort of retrieving the secret key.
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In money market equilibrium, some economic variables (interest rates, income, or the price level) have adjusted to equate money demand and money supply. The quantitative relation between velocity and money demand is given by Velocity = Nominal Transactions (however defined) divided by Nominal Money Demand.
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There is no decisive text and both views are held. The dominant opinion is that the liability existed. Contributory negligence of the aggrieved person might be a defence. This is sometimes misleadingly called "culpa-compensation," which suggests both some sort of quantitative relation between them, and the notion of damage to the defendant by the plaintiff, neither of which notions has anything to do with the matter.
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Initially, the off-diagonal cell markings indicated only the existence/non- existence of an interaction (link) between elements, using a symbol (or the figure '1'). Such marking is defined as Binary DSM. The marking then has developed to indicate quantitative relation Numeric DSM indicating the "strength" of the linkage, or statistical relations Probability DSM indicating for example the probability of applying new information (that require reactivation of the linked activity).
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The latter two items determine the stability while the first item determines the neck's location. Graphical construction indicating criteria for neck formation and neck stabilization. Graphical construction for a material that deforms homogeneously at all draw ratios. The plots at left show the quantitative relation between hardening (depicted by the curve's slope) and decrease in cross-sectional area (assumed in the Considère treatment to vary inversely with draw ratio) for a material that forms a stable neck (top) and a material that deforms homogeneously at all draw ratios (bottom).
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It is the Intensive side of Quantity (see above) such as it relates to specific Real Measures that determines its Qualitative behaviour when subject to changes in Extensive Quantity. : EXAMPLE: Hegel makes it clear that the above analysis applies to the system of chemical affinities and that of musical harmony. In the case of the latter, for example, each individual note is a Real, self- subsistent Measure, consisting as it does of a specific internal ratio between, say, the length and thickness of a guitar string. An individual note, however, only achieves meaning in its relation to a system of other notes that are brought into Quantitative relation to each other through a specific note that serves as the Unit, or key.
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The Reckoning of Time () is an Anglo-Saxon era treatise written in Medieval Latin by the Northumbrian monk Bede in 725. The treatise includes an introduction to the traditional ancient and medieval view of the cosmos, including an explanation of how the spherical Earth influenced the changing length of daylight, of how the seasonal motion of the Sun and Moon influenced the changing appearance of the new moon at evening twilight, and a quantitative relation between the changes of the tides at a given place and the daily motion of the Moon.Wallis (2004:82–85;307–312). The Reckoning of Time describes the principal ancient calendars, including those of the Hebrews, the Egyptians, the Romans, the Greeks , and the Anglo-Saxons.
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However, when two Real Measures, which are themselves ratios, are combined, the result is a new ratio of those ratios, itself designated by a constant in the form of a Quantum. If this constant is adopted as the Unit, instead of an individual Real Measure, then what were two incommensurable series are now made commensurable with each other in a common denominator. Since each Real Measure within a series forms such a constant with every other member in that series, any individual series in which a particular Real Measure serves as the Unit can be made commensurable with any other series with a different Real Measure as Unit. Since it is a thing’s Real Measure that determines its specific Quality, and since that Real Measure is in turn derived from the Quantitative relation it has with other Real Measures in the form of a series of constants, it would appear that, as in Determinate Being above, Quality is only relative and externally determined.
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