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A Logarithm Problem and How it Grew
Abstract
Student errors lead to exploring the conditions under which log a x = x .
Same description as that for the Greek version of the thesis, except in English for help with International Researchers. Cantor Bouquets are exponentially powered Cracks that move unpredictably on the Hilbert Kernel. Analytic profil of the topology in the Complex Plane of the iterated exponential map, with companion Maple code which shows Fatou and Julia domains.
Cantor Bouquets as they result from iterating the exponential function. article analyzing the topology and Maple code for producing the resultant pictures. Thesis submitted in the Mathematics dept. at the Agricultural University of Athens in 2019. Revision submitted in 2020.
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