First, the more microscopic the memory the more readily we believe it.
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"Past administrations have been more microscopic, while targeting people with violent crimes and sex assault crimes," the lawyer said.
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Then in the second half of the film, the camera zooms in and delves into the smallest structures, uncovering more and more microscopic details.
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Dividing "reality" into ever more microscopic fields, the joyously weird new contest shows celebrate the deviations from the normal, amplifying a subculture's arcana to stadium size.
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The Dyson Ball Multifloor vacuum captures more microscopic dust than any other vacuum, making it a natural enemy for basically anything that may be hiding in your carpets.
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Marsland, R. , Brown, H.R., Valente, G. (2015). A thermodynamic system is not simply a physical system.Jaynes, E.T. (1965), p. 397. Rather, in general, infinitely many different alternative physical systems comprise a given thermodynamic system, because in general a physical system has vastly many more microscopic characteristics than are mentioned in a thermodynamic description.
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For mobility modeling at the physical level the electrical variables are the various scattering mechanisms, carrier densities, and local potentials and fields, including their technology and ambient dependencies. By contrast, at the circuit-level, models parameterize the effects in terms of terminal voltages and empirical scattering parameters. The two representations can be compared, but it is unclear in many cases how the experimental data is to be interpreted in terms of more microscopic behavior.
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This research has been conducted for centuries on both a large- scale physical observation basis and on a more microscopic scale. Genetic analysis can be used generally to describe methods both used in and resulting from the sciences of genetics and molecular biology, or to applications resulting from this research. Genetic analysis may be done to identify genetic/inherited disorders and also to make a differential diagnosis in certain somatic diseases such as cancer. Genetic analyses of cancer include detection of mutations, fusion genes, and DNA copy number changes.
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Such questions continued to occupy him in the following years in Halle where he also investigated parasites in the human body, for example tapeworms. At the same time in 1744 he also wrote the essay Théorie sur l'Elévation des Vapeurs et des Exhalaisons dans l'Air in a prize competition announced by the science academy in Bordeaux. Here he is the physicist trying to arrive at a more microscopic explanation of what today is called gases and vapors. He estimated that a drop of water would transform into five hundred million smaller pieces by evaporation.
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What does this mean in the case of the ideal chain? First, for our ideal chain, a microscopic state is characterized by the superposition of the states \vec r_i of each individual monomer (with i varying from 1 to N). In its solvent, the ideal chain is constantly subject to shocks from moving solvent molecules, and each of these shocks sends the system from its current microscopic state to another, very similar microscopic state. For an ideal polymer, as will be shown below, there are more microscopic states compatible with a short end-to-end distance than there are microscopic states compatible with a large end-to-end distance. Thus, for an ideal chain, maximizing its entropy means reducing the distance between its two free ends.
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A Langevin equation is a coarse- grained version of a more microscopic model; depending on the problem in consideration, Stratonovich or Itô interpretation or even more exotic interpretations such as the isothermal interpretation, are appropriate. The Stratonovich interpretation is the most frequently used interpretation within the physical sciences. The Wong–Zakai theorem states that physical systems with non-white noise spectrum characterized by a finite noise correlation time τ can be approximated by a Langevin equations with white noise in Stratonovich interpretation in the limit where τ tends to zero. Because the Stratonovich calculus satisfies the ordinary chain rule, stochastic differential equations (SDEs) in the Stratonovich sense are more straightforward to define on differentiable manifolds, rather than just on Rn. The tricky chain rule of the Itô calculus makes it a more awkward choice for manifolds.
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IRS was launched in the year 1995 with an objective of setting an industry standard for readership & other media measurement, & to provide insights on media & product consumption as well as consumer behavior patterns. In the year 1995-96, 23 Metro Reports were released followed by the All India Report consisting of urban and rural data. Simultaneously a software programme was developed to not just enable the optimum use of raw data but to also carry out multi media planning which provided a common basis of media evaluation. Over the years IRS has evolved to be very progressive, covering a broad spectrum of categories from Media data, Indian Demographics, Indian Market, Product Profiles, to the recently developed Telecom Report, TV Report, and IRS Countryside. Apart from a range of products offered new changes have been introduced in the method of classification of sub-regions from SCR’s to ISD’s, which is a more microscopic view of the consumer profile based on the socio−cultural ethnicity. From a user’s perspective, a few introductions in the form of participative sampling, customized queries have been introduced.
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