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This book looks at the so-called Kaplansky's problem, a linear preserver problem concerned with maps that preserve properties related to invertibility. In this book, we have given a detailed exploration of the so-called Kaplansky's problem in which four different results (or rather answers) have been documented. None of these results answers the question in totality. The answers are a mere motivation for our continued search for an eventual solution.

Produktbeschreibung
This book looks at the so-called Kaplansky's problem, a linear preserver problem concerned with maps that preserve properties related to invertibility. In this book, we have given a detailed exploration of the so-called Kaplansky's problem in which four different results (or rather answers) have been documented. None of these results answers the question in totality. The answers are a mere motivation for our continued search for an eventual solution.
Autorenporträt
Isaac Phiri is a lecturer of Mathematics at Kwame Nkrumah University in the Republic of Zambia. This is the first book published by him whose material is largely a collectionof the dissertation presented to the University of Zambia (UNZA) for the award of a Master of Science degree in Mathematics in 2017.