A study on quadratic curves and generalized eccentricity in polar taxicab geometry
Main Article Content
Abstract
Article Details
Supporting Agencies
References
[1] A. Bayar, S. Ekmek ̧ci, and Z. Ak ̧ca, On the Plane Geometry with Generalized Absolute-Value Metric, Mathematical Problems in Engineering 2008 (2008), 1–8. Google Scholar
[2] R. Kaya, O ̈. Geli ̧sken, S. Ekmek ̧ci, and A. Bayar, Isometries of the Plane with Generalized Absolute Value Metric, submitted to Rocky Mountains. Google Scholar
[3] Rusem Kaya and Harun Baris Colakoglu, Taxicab Versions of Some Euclidean Theorems, IJPAM 26 (1) (2005), 69–81. Google Scholar
[4] Dong-Soo Kim, Soojeong Seo, Woo-in Beom, Deukju Yang, Juyeon Kang, Jieun Jeong, and Booseon Song, Some Equivalent Conditions for Conic Sections, Jour- nal of the Korean Society of Mathematical Education 19 (4) (2012), 315–325. Google Scholar
[5] Kyung Rok Kim, Hyun Gyu Park, Il Seog Ko, and Byung Hak Kim, On Polar Taxicab Geometry in a Plane, to appear in Journal of Applied Mathematics and Informatics. Google Scholar
[6] E. F. Krause, Taxicab Geometry, Addison-Wesley Publishing Company, Menlo Park, 1975 Google Scholar
[7] Chae Hee Oh, Il Seog Ko, and Byung Hak Kim, Area of Triangle in the Plane With α-Distance Function, Journal of the Korean Society of Mathematical Ed- ucation 19 (4) (2012), 337–347. Google Scholar
[8] G ̈okhan Soydan, Yusuf Do ̆gru, and N. Umut Arslando ̆gan, On the Ratio of Di- rected Lengths on the Plane with Generalized Absolute Value Metric and Related Properties, Filomat 2012 26 (1) (2012), 119–129. Google Scholar
[9] S. Tian, α-Distance - A generalization of Chinese Checker Distance and Taxicab Distance, Misouri Journal of Mathematical Sciences 17 (1) (2005), 35–40. Google Scholar