We prove that a space X is an inner product space if and only if it is true that whenever x, y are 1a points in 02B such that the line through x and y supports (2)^(1/2)/2 B then x a5 y in the sense of Birkho\ufb00
Vector spaces V with a natural “partial inner product” are very common in analysis and in mathematic...
In this final project, we study on an orthogonality in real normed spaces in the sense of Birkhoff. ...
Concepto y ejemplos de producto interno para un Espacio Vectorial . Magnitud de un elemento, distanc...
AbstractLet X be a real finite-dimensional normed space with unit sphere SX and let L(X) be the spac...
AbstractIn 1935, Jordan and von Neumann characterized inner product spaces as normed linear spaces s...
de ne the inner product (x; y) = n2! x(n)y(n) which may not be nite or even exist. We say that x a...
summary:Some characterizations of inner product spaces in terms of Birkhoff orthogonality are given....
AbstractA new orthogonality relation in normed linear spaces which generalizes pythagorean orthogona...
AbstractWe consider the class of linear mappings, between real or complex inner product spaces, such...
Among normal linear spaces, the inner product spaces (i.p.s.) are particularly interesting. Many cha...
Kikianty and Dragomir (Math Inequal Appl 13:1–32, 2010)\ud introduced the p−HH norms on the Cartesia...
AbstractLet (X, || · ||) be a normed linear space over the reals. It is shown that ||x|| ||y|| ||x −...
Kikianty and Dragomir in 2008 introduced the p-HH-norms on\ud the Cartesian product of two copies of...
This paper presents three definitions of orthogonality in normed spaces. Each definition is shown eq...
Abstract. In this paper, some characterizations of representa-tion for continuous linear functionals...
Vector spaces V with a natural “partial inner product” are very common in analysis and in mathematic...
In this final project, we study on an orthogonality in real normed spaces in the sense of Birkhoff. ...
Concepto y ejemplos de producto interno para un Espacio Vectorial . Magnitud de un elemento, distanc...
AbstractLet X be a real finite-dimensional normed space with unit sphere SX and let L(X) be the spac...
AbstractIn 1935, Jordan and von Neumann characterized inner product spaces as normed linear spaces s...
de ne the inner product (x; y) = n2! x(n)y(n) which may not be nite or even exist. We say that x a...
summary:Some characterizations of inner product spaces in terms of Birkhoff orthogonality are given....
AbstractA new orthogonality relation in normed linear spaces which generalizes pythagorean orthogona...
AbstractWe consider the class of linear mappings, between real or complex inner product spaces, such...
Among normal linear spaces, the inner product spaces (i.p.s.) are particularly interesting. Many cha...
Kikianty and Dragomir (Math Inequal Appl 13:1–32, 2010)\ud introduced the p−HH norms on the Cartesia...
AbstractLet (X, || · ||) be a normed linear space over the reals. It is shown that ||x|| ||y|| ||x −...
Kikianty and Dragomir in 2008 introduced the p-HH-norms on\ud the Cartesian product of two copies of...
This paper presents three definitions of orthogonality in normed spaces. Each definition is shown eq...
Abstract. In this paper, some characterizations of representa-tion for continuous linear functionals...
Vector spaces V with a natural “partial inner product” are very common in analysis and in mathematic...
In this final project, we study on an orthogonality in real normed spaces in the sense of Birkhoff. ...
Concepto y ejemplos de producto interno para un Espacio Vectorial . Magnitud de un elemento, distanc...
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