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| Title: | MATHEMATICAL METHODS |
| Authors: | FUOYE |
| Keywords: | Lagrenge's equations
Hankel transforms.
Fourier Transformation
soperimeric problems |
| Issue Date: | 2-Mar-2015 |
| Abstract: | Calculus of variation: Lagrange's functional and associated density. Necessary condition for a weak
relative extremum. Hamilton's principles. Lagrenge's equations and geodesic problems. The Du
Bois-Raymond equation and corner conditions. Variable end-points and related theorems. Sufficient
conditions for a minium. Isoperimeric problems. Variational integral transforms. Laplace, Fourier
and Hankel transforms. Complex variable methods convolution theorems. Application to solution of
differential equations |
| Description: | Calculus of variation: Lagrange's functional and associated density. Necessary condition for a weak
relative extremum. Hamilton's principles. Lagrenge's equations and geodesic problems. The Du
Bois-Raymond equation and corner conditions. Variable end-points and related theorems. Sufficient
conditions for a minium. Isoperimeric problems. Variational integral transforms. Laplace, Fourier
and Hankel transforms. Complex variable methods convolution theorems. Application to solution of
differential equations |
| URI: | http://repository.fuoye.edu.ng/handle/123456789/280 |
| Appears in Collections: | Mathematics Course Outline
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