Spatial Structures of Fibrillar Proteins

Abstract

The protein molecules are considerate in the space of the highest dimension with a change in dimension with demand at the conformation of the molecules. It was shown that the widespread quasi-plane model of the Pouling protein structure do not reflect and even contradict the spatial structures of the protein in various conformations. It was found that the linear structures and folded structures of the protein in space of the highest dimension have translational symmetry. The elementary elements of protein translational symmetry were determined, their dimensions were calculated (9 for the linear structures and 23 for folded structures).