Convergence and Kolmogorov dimension

M. Scott Osborne

doi:rae/1341343241

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Home > Journals > Real Anal. Exchange > Volume 21 > Issue 1 > Article

1995/1996 Convergence and Kolmogorov dimension

M. Scott Osborne

Author Affiliations +

M. Scott Osborne¹
¹Mathematics Department,

Real Anal. Exchange 21(1): 264-269 (1995/1996).

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Abstract

It is shown that under simple restrictions a series converges provided it’s set of terms has Kolmogorov dimension strictly smaller than $\frac{1}{2}$.