The algebraic relational theory in the analysis of the reversibility of biological processes becoming malignant

It is shown a set of mathematical developments to reverse the mathematical way for a cancer process initiated from a pseudo-Boolean algebraic structure interpreting watering processes in normal cells. The reversibility starts from the final nonmodular algebraic structure as results for the remaining interacting parts of water in malignant cells. The distributive condition required for that reversibility indicates the biological way on matter and energies to work.