Gauss’s Dependent Numerical Law

Gauss’s Dependent Numerical Law

Numerical law of dependence is an ancient algorithm, derived from the theory of observational combination to the smallest errors by Gauss (1825, p. 39-45), relevant to the method of discount rate, but it could exchange from capital cost to capital charges exactly at each time, or contrary. Because this methodology has not been inherited or omitted in the streamline of mathematical history from Gauss’s work (1825) which also formulated the ordinary least squares (OLS) in econometrics, it could explain the removement of errors over space and time if any equation has an equality of both sides.

Keywords: Ancient Least Squares, Discount Rate, Ordinary Least Squares.

Tác gả: ThS. Nguyễn Cao Anh

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