The notion of angles is known in a vector space equipped with an inner product, but not well established in a vector space equipped only with a norm. In this note, we shall develop some notions of angles between two vectors in a normed space and discuss their properties
New upper and lower bounds for the p-angular distance in normed\ud linear spaces are given. Some of ...
Pada tulisan ini, akan dipelajari ortogonalitas di ruang hasil kali dalam dan ortogonalitas-P di rua...
AbstractLet (X, || · ||) be a normed linear space over the reals. It is shown that ||x|| ||y|| ||x −...
The notion of angles is known in a vector space equipped with an inner product, but not well establi...
Abstract. A concept of generalized angle is defined in real normed linear spaces, and it is shown th...
This paper presents three definitions of orthogonality in normed spaces. Each definition is shown eq...
Associated to Birkhoff orthogonality, we study Birkhoff angles in a normed space and present some of...
Kikianty and Dragomir in 2008 introduced the p-HH-norms on\ud the Cartesian product of two copies of...
In this note we discuss the concept of b-orthogonality in 2-normedspaces. We observe in particular t...
Abstract. In this paper is studied the problem concerning the angle between two subspaces of arbitra...
AbstractIn 1935, Jordan and von Neumann characterized inner product spaces as normed linear spaces s...
AbstractIn this paper we present a new characterization of inner product spaces related to the p-ang...
Kikianty and Dragomir (Math Inequal Appl 13:1–32, 2010)\ud introduced the p−HH norms on the Cartesia...
AbstractA new orthogonality relation in normed linear spaces which generalizes pythagorean orthogona...
Some generalized notions of James' orthogonality and orthogonality in the Pythagorean sense are defi...
New upper and lower bounds for the p-angular distance in normed\ud linear spaces are given. Some of ...
Pada tulisan ini, akan dipelajari ortogonalitas di ruang hasil kali dalam dan ortogonalitas-P di rua...
AbstractLet (X, || · ||) be a normed linear space over the reals. It is shown that ||x|| ||y|| ||x −...
The notion of angles is known in a vector space equipped with an inner product, but not well establi...
Abstract. A concept of generalized angle is defined in real normed linear spaces, and it is shown th...
This paper presents three definitions of orthogonality in normed spaces. Each definition is shown eq...
Associated to Birkhoff orthogonality, we study Birkhoff angles in a normed space and present some of...
Kikianty and Dragomir in 2008 introduced the p-HH-norms on\ud the Cartesian product of two copies of...
In this note we discuss the concept of b-orthogonality in 2-normedspaces. We observe in particular t...
Abstract. In this paper is studied the problem concerning the angle between two subspaces of arbitra...
AbstractIn 1935, Jordan and von Neumann characterized inner product spaces as normed linear spaces s...
AbstractIn this paper we present a new characterization of inner product spaces related to the p-ang...
Kikianty and Dragomir (Math Inequal Appl 13:1–32, 2010)\ud introduced the p−HH norms on the Cartesia...
AbstractA new orthogonality relation in normed linear spaces which generalizes pythagorean orthogona...
Some generalized notions of James' orthogonality and orthogonality in the Pythagorean sense are defi...
New upper and lower bounds for the p-angular distance in normed\ud linear spaces are given. Some of ...
Pada tulisan ini, akan dipelajari ortogonalitas di ruang hasil kali dalam dan ortogonalitas-P di rua...
AbstractLet (X, || · ||) be a normed linear space over the reals. It is shown that ||x|| ||y|| ||x −...
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