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Nonequilibrium models assume that the rules specifying the evolution of alleles change as a function of time.
Briefly, a logical model is defined by a regulatory graph, by discrete variables associated with the components and rules specifying the evolution of these variables.
EQUILIBRIUM population structure models, which assume that the rules specifying the evolution of alleles within and among populations do not change with time, have achieved much success in describing genetic variation.
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This approach makes it possible to specify the evolution of organic matter in situ in soils whatever its origin.
We employ the common BSSNOK formulation (Shibata and Nakamura 1995; Baumgarte and Shapiro 1999; Brown 2009) of the Einstein equations (extensions to the CCZ4 (Alic et al. 2012) system are also in progress), along with the standard 1+log slicing condition and Gamma driver to specify the evolution of the lapse and shift, respectively (see Baiotti and Rezzolla 2016 for a review of these gauges).
We propose a logical language for specifying preferences over the evolution of states and actions associated with a plan.
The simulation model specifies the temporal evolution of base level control by the river as having a high-frequency component of the response of the Potomac River to sea level fluctuations superimposed on a long-term epeirogenic uplift.
The data from Herschel, ALMA, and SPICA data will improve the estimates drastically, and we expect to specify the full evolution of the UV-IR BLF in the Universe.
Under the specified conditions the evolutions of the proportions of NF-O-PN and NF-O-PC, respectively, for a molar ratio DBSH/NF-O-PN 1/1, without PTC suggests a downward trend for the propionitrile and an upward one for the content of propionic acid.
Very few detailed models specifying intermediate stages between the evolution of dioecy and hermaphroditism have been proposed, although hermaphroditism has arisen multiple times during animal evolution [ 14, 15].
Thus, we specify the conditions for the evolution of universal grammar.
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