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Another difference is the treatment of plate tectonics In ITRF (equivalent to WGS-84) station coordinates are speci ed at a reference date together with a velocity to account for plate tectonics and other types of crustal motion In many regional systems, station coordinates are assumed to be stationary, so that station velocity does not form part of the reference frame This implies that coordinates in a regional frame generally change in time with respect to WGS-84 coordinates, as that region is transported over the globe by plate tectonics Crustal deformation presents a similar problem In Europe, most of Europe behaves as a stable tectonic block, and so this portion of Europe is used to de ne a stable frame Since all of California is deforming, the State of California together with NGS have de ned a smooth reference station velocity eld as part of the California reference system.





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Hence its inverse transform gives the answer y(t) t 1. This result can easily be checked by substitution into the given equation and integration. 30. Y 2s s

Graph and matrix representations The gene regulatory network can be represented as a set of weights connecting genes in one timestep with genes in another. This matrix of weighted connections determines the effect that each gene in one timestep has on another gene in the next timestep. Figure 8.9 shows a typical genetic network and its weight matrix representation (see also Table 3.1). It is in this way that a matrix can represent a gene regulatory network. However, Figure 8.9 shows two connections into G4, from G2 and G3.

Check that the power wiring between the batteries, charge jack, power switch, and DC AUX input jack is correct, as instructed in the Power connections/switches section and shown in Figure 11-26. Check that the battery holders were wired together correctly as explained in the Battery compartment to rear plate attachment section. If the battery holders aren t in the correct series, it will cause them not to charge.

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It should be emphasized here that the real need for regional frames is to do with legal issues and infrastructure needs Geophysicists who are actually studying deformation of the Earth through plate tectonics and other processes do not use such legally de ned regional systems, which are in any case typically insuf cient to meet the more stringent requirements of scienceThe methods used by geophysicists are not discussed here, other than to note that their work forms the foundation for the modern realization of WGS-84 through the ITRF, thus making possible millimetre-level coordinate grid resolution Table 32 (Dutch 2004) lists various regional systems, their ellipsoidal parameters, and method of projection which will be explained later How do we transform ellipsoidal coordinates from one reference system into another The answer is to rst transform ellipsoidal coordinate of the rst system into Cartesian coordinates (Section 2).

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Second, the Cartesian coordinates undergo a similarity or rigid-body transformation, on the assumption that each system is physically internally accurate, and that differences between two systems are due to orientation, de nition of the origin (datum), and perhaps the scale The third step is to convert the transformed Cartesian coordinates into ellipsoidal coordinates using the appropriate ellipsoidal parameters of the second system (Section 1) The rigid-body transformation is de ned as follows, in going from coordinates in system A to coordinates in system B:.

Every element in this list is distinct, since if any two were identical, say ma = nu with m # n, then a(m - n ) = 0, which is impossible since there are no zero divisors in Z,. Thus the list (5.28) contains all nonzero elements in Z, and is a permutation of the original 0 list. Since 1 is in the original list, it must appear in the list in (5.28).

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