The New Convergence Definition for Sequence of k-Dimensional Subspaces of an Inner Product Space

Manuharawati; D.N. Yunianti; M. Jakfar

doi:10.1088/1742-6596/1417/1/012020

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The New Convergence Definition for Sequence of k-Dimensional Subspaces of an Inner Product Space

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Manuharawati, D.N. Yunianti, M. Jakfar

2019 Journal of Physics: Conference Series Vol. 1417 Issue 1 Conference paper Cited by 3 SDG 9SDG 16

Abstract

We discuss the convergence for sequence of subspaces of an inner product space. This paper is an extension of the work by Manuharawati et al [10 and 11]. In this paper, we present a concept of convergence of sequence of k-dimensional subspaces of an inner product space. The properties of the concept are established. Moreover, we also study its connection with angles in an inner product space. Mathematics Subject Classification 2000: Primary 40A05; Secondary 14M15, 15A63, 46B20 © Published under licence by IOP Publishing Ltd.

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Mathematics Department, Universitas Negeri Surabaya, Surabaya, 60321, Indonesia

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