A New Notion of Inner Product in A Subspace of n-Normed Spaces

Muh Nur (a:1:{s:5:"en_US"s:21:"Hasanuddin University"})
Mochammad Idris

Journal of the Indonesian Mathematical Society
VOLUME 29 NUMBER 3 (NOVEMBER 2023)

Given an n-normed space X for n>= 2$, we investigate the completness of Y (as subspace of X) respect to a new norm that corresponds this new inner product on Y. Moreover, we discuss the angle between two subspaces in Y.