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Mar 2020 DOI 10.14302/issn.2576-6694.jbbs-20-3212
Alexandrovich Victorov AlexanderCorresponding author
State Research Center Burnasyan Federal Medical Biophysical Center of Federal Medical Biological Agency, Moscow, Russia
The possibility of applying the kinetic theory of aging of biological species published earlier by the authors of this work to assess and predict changes in the number of specific populations is evaluated. The populations of the USA, China and Russia, as well as the population of mice observed in the experiment "mouse paradise" of the American scientist John Calhoun are considered. To this end, a historically consistent analysis of the main previously proposed multi-scenario mathematical models describing demographic data and predicting the dynamics of the population was performed. The results of these models show a decrease in the population growth rate, a tendency toward a limit with an increase in historical time, the achievement of such a limit in some developed countries with a relatively high level of social security, a subsequent decrease in the number and further uncertainty of the final population outlook in the distant future. In addition, these models made it possible to establish that the observed population growth in developed countries is unambiguously accompanied by its aging - a relative predominant increase in the number of elderly people compared to the number of the younger generation (people are aging, the population of countries is aging). In this work, the assumption was made and confirmed that the dynamics of the aging of the population of the countries of the World corresponds to the dynamics of aging of a person of one generation and is mathematically described by the differential equation of the kinetic theory of aging of living systems of the same type with close values of the parameters. The biophysical meaning of the parameters of the kinetic equation reflects G. Selye's concept of the determining role of stress in human life and populations. An analysis of the changes in the numbers of the considered populations of humans and mice at various stages of their development is qualitatively commented on from the standpoint of comparative tension according to G. Selye. To assess the degree of aging of a biological object of one population in kinetic theory, the probability of death during life is selected as an indicator of aging. In this work, the probability of reaching the maximum population size was chosen as an indicator of the aging of a biological object of various populations. The published literature predicts various options for changing the population after reaching a maximum - maintaining the reached maximum level and decreasing to a certain limit, less than the maximum achieved. In this paper, based on an analysis of its results and an analogy with the complete degeneration of mice in the “mouse paradise” experiment, a conclusion is drawn about a hypothetically possible third variant of the limiting decrease in the population - its complete degeneration.
Jan 2020 DOI 10.14302/issn.2689-4602.jes-19-3155
Mikhailovsky GeorgeCorresponding author
Global Mind Share, 878 W Ocean View Ave., Norfolk, VA, 23503, USA
As shown earlier, the algorithmic complexity, like Shannon information and Boltzmann entropy, tends to increase in accordance with the general law of complification. However, the algorithmic complexity of most material systems does not reach its maximum, i.e. chaotic state, due to the various laws of nature that create certain structures. The complexity of such structures is very different from the algorithmic complexity, and we intuitively feel that its maximal value should be somewhere between order and chaos. I propose a formula for calculation such structural complexity, which can be called - structuredness. The structuredness of any material system is determined by structures of three main types: stable, dissipative, and post-dissipative. The latter are defined as stable structures created by dissipative ones, directly or indirectly. Post-dissipative structures, as well as stable, can exist for an unlimited time, but at the micro level only, without energy influx. The appearance of such structures leads to the “ratchet” process, which determines the structure genesis in non-living and, especially, in living systems. This process allows systems with post-dissipative structures to develop in the direction of maximum structuring due to the gradual accumulation of these structures, even when such structuring contradicts the general law of complification.
Aug 2018
Paranina AlinaCorresponding author
Department of physical geography and environmental management, Herzen State Pedagogical University of Russia, Russia
Journal of Biosemiotic Research is a new periodical devoted to a young, actively developing science. A review of recent scientific publications shows that in the broad scientific space of biosemiotics contemporary questions and "eternal themes" interact, not finding an answer in the private sciences - anthropology, semiotics of culture and philosophy1,2. To solve them, the fundamental foundations of science and new achievements, the opportunities of the latest technologies and scientific communications are attracted. Like all young sciences, biosemiotics has many definitions. We give here the most famous ones. "Biosemiotics: (bios, life + semion = sign) is an interdisciplinary field of theoretical and empirical research, analyzing communication and signification in living systems. Signed processes, ranging from molecular to ecological and evolutionary, have been studied throughout the history of biology; however, very often descriptions of information and communication aspects of living systems were considered only metaphorical, believing that the essence of them can be understood with the help of physical and chemical descriptions. In biosemiotics, on the other hand, information sign processes are considered as the primordial, basic system of phenomena of life, requiring a new understanding..."3. "Biosemiotics explores sign systems of various levels: molecular biological (genetic code), intracellular (signal peptides), intercellular (mediators, immune interactions), intraorganism (hormones, conditioned reflex reactions) and interorganism (telergons, pheromones, attractants) ... In addition, biosemiotics covers all the problems associated with the problem of the existence of language and thinking in animals." However, today we can go further and add to the analysis the next stage of evolution, standing between animals and modern human (Homo sapiens sapiens).