Minimal surfaces application of calculus of variation
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Abstract (EN)
This study is consisted of four chapters: In the first chapter the , introduction of thesis is given. In the second chapter, basic definitions are given. In the third chapter , Functionals, the first and the second Variations of A Functional, Euler - Lagrange Equation, Brakistokron Problem, Calculus of Variations in the case of depend and independend many of variables are researched. In the fourth chapter , Minimal Surfaces ,Regular Secondary Structures In Proteins and Energy Functionals Associated with Helices are expressed. Key Words : Functional, Euler - Lagrange Equation, Minimal Surfaces
Author
Muhlis Çetin
Institution
How to Cite
Muhlis Çetin (Master Thesis). Minimal surfaces application of calculus of variation, 2014, Fırat University.
Keywords
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