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Research Paper | Mathematics | Indonesia | Volume 7 Issue 1, January 2018
Expansion of Ceva Theorem in the Normed Space with the Angle of Wilson
Muhammad Zakir | Eridani | Fatmawati [6]
Abstract: This paper discusses the expansion of Ceva theorem in the normed space. The Ceva theorem is expanded using the Wilson angle. Before entering the core issue first discusses about Wilson's angle and its properties. Furthermore, it is proved by the Ceva's Theorem by first modifying it.
Keywords: Ceva's Theorem, normed space, Wilson angle .
Edition: Volume 7 Issue 1, January 2018,
Pages: 912 - 914
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Research Paper, Mathematics, Macedonia, Volume 3 Issue 6, June 2014
Pages: 1220 - 1222Characterization of 2-Inner Product Using Euler-Lagrange Type of Equality
Katerina Anevska [4] | Risto Maleski [4]
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Research Paper, Mathematics, Iraq, Volume 6 Issue 4, April 2017
Pages: 1433 - 1438Spectral Properties of Fuzzy Compact Linear Operator on Fuzzy Normed Spaces
Noori F. Al-Mayahi [3] | Abbas M. Abbas [2]