Mathematical Modeling of Regulatory Mechanisms for the Distribution of Excitation in the Central Nervous System

III.CONCLUSION

In conclusion, we can say that mathematical modeling and the development of numerical methods for the relationship between the central nervous system and the main vital organs can lead to effective results in this area. The results of quantitative studies of the mathematical model for the regulation of the interaction of the central nervous system and the main vital organs show that the systems make it possible to effectively study the main patterns of the occurrence of dynamic diseases arising as a result of the elimination of regulatory mechanisms based on the disturbance of oscillatory processes, taking into account the time-dependent relationships. The developed mathematical model makes it possible to predict and diagnose normal and pathological conditions in living systems, in particular, in the interconnected activity of the central nervous system and the main vital organs. This improved model differs from other models in that it takes feedback time into account.

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