Abstract
The main task of this work is to examine and critically analyze an alternative solution to the old problem, formulated and mathematically substantiated by an English scholar and economist Thomas Malthus. The essence of the problem is the unlimited exponential growth of the Earth’s population over time. This hypothesis, in spite of abundant criticism, has now gained the status of an undisputed theory whose significance equals that of Newton’s laws. Th. Malthus claimed that the progress of humanity is determined by the natural ability of the Earth to support the lives of a certain number of people, and after a certain threshold the limited natural resources will be depleted. Hence the necessity to contain the population growth within the limits of depleting natural resources. The theoretical views of Malthus gave rise to the racist theory of «the golden billion», used by the world oligarchy to gain the support of the most industrially developed countries (the so-called golden triangle) and to use this support to ensure their dominance in the world. To expose such criminal theories, which are dangerous for the humanity, the authors present a mathematical modeling of the dynamics of changes in the population size, whose results are then used for the criminological assessment of these theories. Mathematical modeling made it possible, for the first time, to show the complete irrelevance of the basic premise of the Malthusian theory regarding the exponential growth of the world’s population from the standpoint of science. The authors think that this conclusion is of great scientific and practical value for criminological mathematics as a subtheory of criminology. It allowed them to conduct a criminological assessment of the views of neo-malthusians that are most dangerous for the global security as they continue to serve the interests of globalism.
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