GEOMETRIC INTERPRETATION OF MULTIDIMENSIONAL DISTRIBUTIONS
The paper presents a geometric interpretation of one-dimensional and multidimensional distributions. Based on the method of logical analysis the graphic visualization of multidimensional distributions with a color gradient has been revealed. If the arguments are expressed in terms of elementary events quantitative saturation in the color gradient, the one-dimensional normal distribution is presented as a strip, a two-dimensional distribution can be presented as a circle and three-dimensional distribution can be presented as a sphere with different degrees of color saturation with the maximum saturation in the average values zone of arguments. The author gives the examples that confirm their application in various fields of scientific knowledge.