Study on some transformations of Riemann Finsler spaces

Abstract

Geometry is the link between physical world and its visualization. Nature s geometrisation newlinehas been the subject of theoretical interest. This contains use of newlinegeometric hypothesis and applications in the natural sciences, such as the general newlinetheory of relativity and cosmology in physics. In biology, nature s geometrisation newlineis also of scientific and technological interest. For example, the KCC theory newlinewhich are applied to many biological problems, such as production in the Volterra newlinemethod, the Volterra-Hamilton system, Tyson s model for the cell division cycle newlineand the robustness of biological systems. newline