On the Aleksandrov-Rassias Problems on Linear n-Normed Spaces

الملخص EN

This paper generalizes T.

M.

Rassias' results in 1993 to n-normed spaces.

If X and Y are two real n-normed spaces and Y is n-strictly convex, a surjective mapping f:X→Y preserving unit distance in both directions and preserving any integer distance is an n-isometry.