Abstract or Introduction
In the paper some paradoxes of imaginary unit iota have been propounded. The properties found in the paper are more advanced than the previous ones. It has been proved that the imaginary numbers cannot be imagined within the set of real numbers. The representation of imaginary numbers (if possible) lie beyond the set of real numbers on real number line, which supports the concept of imaginary and circular number lines. Before concluding the paper one open problem has been presented for further research.
- Quote paper
- Dr. Dharmendra Kumar Yadav (Author), 2017, Paradoxes of Imaginary Unit Iota, Munich, GRIN Verlag, https://www.grin.com/document/372471
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Comments
In this paper some new concepts and properties of iota have been discussed. Iota has been compared with zero and infinity. Some paradoxes have been found in the paper. At last some open problems have been discussed for research.