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On I -convergence and Niven´s function. Ján Gogola Faculty of Economic Informatics, University of Economics, Bratislava. Example 1. I - convergence. Example 2. Remarks. Niven ’s functions. Î. ñ. (. q. ). We know that. I. is a. proper subset of. I. , for every. q. (0,1. d.
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On I-convergence and Niven´s function. Ján Gogola Faculty of Economic Informatics, University of Economics, Bratislava
Î ñ ( q ) We know that I is a proper subset of I , for every q (0,1 . d c ( q ) The question arises whether the sequences (*) are I - convergent to c zero Niven’s functions and Id