The Calculus Of Variations (1895)

The Calculus Of Variations Written By Hancock And Harris In 1895 Is A Comprehensive Study Of The Mathematical Concept Of Calculus Of Variations. The Book Delves Into The Theory And Applications Of The Subject Exploring The Fundamental Principles Of Calculus Variational Calculus And The Related Topics Of Partial Differential Equations Optimization And Functional Analysis. The Authors Provide A Detailed Analysis Of The Different Types Of Problems That Can Be Solved Using Calculus Of Variations Including The Isoperimetric Problem The Brachistochrone Problem And The Principle Of Least Action. The Book Is Aimed At Advanced Undergraduate And Graduate Students In Mathematics Physics And Engineering As Well As Researchers And Professionals In These Fields. It Is A Valuable Resource For Anyone Seeking To Deepen Their Understanding Of The Calculus Of Variations And Its Applications.Includes The Calculus Of Variations Second Article; On The Number Of Catenaries That May Be Drawn Through Two Fixed Points; The Calculus Of Variations Of Some Of The Fundamental Weierstrassian Formulae.This Scarce Antiquarian Book Is A Facsimile Reprint Of The Old Original And May Contain Some Imperfections Such As Library Marks And Notations. Because We Believe This Work Is Culturally Important We Have Made It Available As Part Of Our Commitment For Protecting Preserving And Promoting The World'S Literature In Affordable High Quality Modern Editions That Are True To Their Original Work.