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-  2017 

Mathematical Modelling Living Systems Regulatory Mechanisms at the Norm and Anomalies

Keywords: Computer Modeling, Regulatory Mechanisms, Mathematical Modeling, Qualitative and Quantitative Analysis, Chaos, Nonlinear Dynamics

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Abstract:

The purpose of this paper is to develop methodology for living system regulatorika under norm and diseases based on the ORASTA concept which consists of the operator-regulator OR (capable to accept, recycle and transfer signals) and ASTA (active system with time average, carrying out a feedback loop in system for finite time). The paper draws on results made by using methods of quantitative and qualitative analysis of ORASTA equations. The paper concludes that living systems have the following regimes: rest, stable stationary state, regular oscillations which can be identified as normal condition and irregular fluctuations with destructive changes conform to diseases. The paper provides new methods, laws able to describe regulatory mechanisms in biosystem at the norm and anomalies taking into account spatial and temporal relations.

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