It is shown that two fundamental notions “space” and “time” can be reduced to the one notion—the “space”, where time appears to be the length of geodesic lines of the space adjacent to the three-dimensional Euc...It is shown that two fundamental notions “space” and “time” can be reduced to the one notion—the “space”, where time appears to be the length of geodesic lines of the space adjacent to the three-dimensional Euclidean space. The whole space is a topological product of the three-dimensional Euclidean space and some another space, that may have the screw structure. Within the framework of this model, the Galilei’s inertia law and existence of limiting velocity of motions are consequences of the geometrical interpretation of time.展开更多
文摘It is shown that two fundamental notions “space” and “time” can be reduced to the one notion—the “space”, where time appears to be the length of geodesic lines of the space adjacent to the three-dimensional Euclidean space. The whole space is a topological product of the three-dimensional Euclidean space and some another space, that may have the screw structure. Within the framework of this model, the Galilei’s inertia law and existence of limiting velocity of motions are consequences of the geometrical interpretation of time.