Abstract

Human Biological Aging: A Vector Model

Highlights

  • We know that living beings are physical systems that recover the energy dissipated as information (Pulselli et al, 2009; Matsuno, 1978)

  • We studied the relationship between the basal metabolism rate by unit of dry weight (BMR/kg DW) and the dry weight or the water-free weight DW in human beings

  • Beyond the current theories of aging (Jin, 2010; Sergiev et al, 2015), we consider that, in a general mode, the same could be interpreted as the result of a geometric phase change that occurs in the system when it reaches a certain point in its evolution, that we identify as puberty (Barragán and Sánchez, 2015)

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Summary

INTRODUCTION

We know that living beings are physical systems that recover the energy dissipated as information (Pulselli et al, 2009; Matsuno, 1978) They self organize and develop (Wedlich-Söldner and Betz, 2018), but they age, presenting alterations of homeostasis (Koga et al, 2011; Campisi and Sedivy, 2009) and changes in their cellular and subcellular structure (Lauri et al, 2014; Gaziev et al, 2014). In real space, (not virtual space), planarity is lost when a geometric phase change occurs, since it undergoes the same changes as the parameter space (Berry, 1988). Verify the goodness of fit of the model to the data observed in clinical studies

MATERIALS AND METHODS
RESULTS AND DISCUSSION
CONCLUSION
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