I-orthogonality on generalized 2-normed space and its properties
I-orthogonality on generalized 2-normed space and its properties
Orthogonality is a concept that exists in an inner product space related to the angles of two vectors and x orthogonality y, written x ┴ y if 〈x, y〉 = 0 [1]. Some definitions of orthogonality are Phytagorean Ortogonality symbolized x ┴ P y, Isosceles Ortogonality symbolized x ┴I y …