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    A PC program for growth prediction in the context of Rao's polynomial growth curve model
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    Gauss formula,wildly used in physics,reflects several types of physical field diffusion in the direction of uniformity and constancy of three-dimensional space. The learning of Gauss formula is important for understanding basic concepts of physics. However,there is no any experiment can conveniently proves the accuracy of gauss quantities in describing those physical fields. In this paper,several common physical fields in accordance with Gauss formula are listed; the difficulties of its experimental measurements are briefly introduced; and the distribution of optical radiation was measured to verify Gauss formula by using digital sensors.
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    Gauss's law
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    This paper researched three definitions of Gauss map and found that the definition of “Gauss map” in the paper of Arasomwan and Adewumi may be incoherent with other publications. In addition, we analyzed the difference of continuous Gauss map and the floating-point Gauss map, and we pointed out that the floating-point simulation behaved significantly differently from the continuous Gauss map.
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    The main purpose of this work is to find for any non-negative measure, the relations between the Gauss-Radau and Gauss-Lobatto formula and Gauss formulae for the same measure. As applications, the author obtained the explicit Gauss-Radau and Gauss-Lobatto formulae for the Jacobi weight and the Gori-Micchelli weight.
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    This study presented in-depth analysis of Gauss cut-off modeling algorithm,a conventional phase mod-eling algorithm,in which new understanding of developing local pseudo gauss field was given,that is using phase verti-cal frequency curve to develop pseudo gauss field in Gauss cut-off modeling algorithm,hence correction of the limita-tions of it was made.And new flow of Gauss cut-off modeling was provided with an example of its application.
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