1951•Proceedings of the American Mathematical SocietyOpen access

A note on pointwise convergence

M. K. Fort

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Abstract

Let C be the set of all continuous real-valued functions on the closed interval [0, l].The question arises as to whether or not a metric d for C exists with the property that limn<00 d(fn, f<¡) =0 if and

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Let C be the set of all continuous real-valued functions on the closed interval [0, l].The question arises as to whether or not a metric d for C exists with the property that limn<00 d(fn, f<¡) =0 if and

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Available abstract

Let C be the set of all continuous real-valued functions on the closed interval [0, l].The question arises as to whether or not a metric d for C exists with the property that limn<00 d(fn, f<¡) =0 if and

Key concepts: Pointwise convergence, Pointwise, Convergence (economics), Mathematics, Applied mathematics, Computer science, Economics, Mathematical analysis

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