Homothetic motion with generalized bicomplex numbers
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Abstract (EN)
This thesis consists of four chapter. In the first chapter "Introduction" part has been presented. In the second chapter, terms definitions and theorems which are necessary for generalized bicomplex numbers and homothetic motion have been given. In the third part, homothetic motions have studied in some hypersurfaces. Theorems of homothetic motions and examples in M_1, M_2 and M_3 hypersurfaces have been given. In the final chapter, we have defined generalized tricomplex numbers. Homothetic motion with generalized tricomplex numbers at E_αβγ^8 and definition of 1-parameter homothetic motion, velocity, pole points, acceleration and acceleration centers of homothetic motion with 1- parameter have given. Key Words: Generalized Bicomplex Numbers; Homothetic Motion; Generalized Tricomplex Numbers; Homothetic Motions at E_αβγ^8 with Generalized Tricomplex Numbers.
Author
Gülşah Özaydın
How to Cite
Gülşah Özaydın (Master Thesis). Homothetic motion with generalized bicomplex numbers, 2019, Bilecik Şeyh Edebali Üniversity.
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