oaxino
8 mayo 2021, 07:08
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MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Genre: eLearning | Language: English + srt | Duration: 31 lectures (6h 24m) | Size: 2.46 GB
What you'll learn:
Second Variation
Legendre Test
Jacobi Accessory Equation
Conjugate Points
Generalised Functionals
Green's Theorem
Requirements
Completion of the fist course ' Calculus of Variations'
Or alternatively a basic understanding of the first variation.
Description
This is the second course in a series of courses on The Calculus of Variations which covers the second variation and some generalised functionals.
I would recommend having completed the first course or alternatively have a good grounding on the basics of Calculus of Variations.
We will cover the fundamentals of the second variation which will consist of a thorough grounding in conjugate points and envelopes. Then we will move onto looking at some more generalised functionals.
Who this course is for
Physics and Mathematics Majors and Curious Minds
https://i114.fastpic.ru/big/2021/0508/91/4035929dfa98937e4ba788f4c5f4df91.jpeg
Download link:
***Contenido oculto. Abra la versión completa del tema para visualizar los enlaces.***
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Genre: eLearning | Language: English + srt | Duration: 31 lectures (6h 24m) | Size: 2.46 GB
What you'll learn:
Second Variation
Legendre Test
Jacobi Accessory Equation
Conjugate Points
Generalised Functionals
Green's Theorem
Requirements
Completion of the fist course ' Calculus of Variations'
Or alternatively a basic understanding of the first variation.
Description
This is the second course in a series of courses on The Calculus of Variations which covers the second variation and some generalised functionals.
I would recommend having completed the first course or alternatively have a good grounding on the basics of Calculus of Variations.
We will cover the fundamentals of the second variation which will consist of a thorough grounding in conjugate points and envelopes. Then we will move onto looking at some more generalised functionals.
Who this course is for
Physics and Mathematics Majors and Curious Minds
https://i114.fastpic.ru/big/2021/0508/91/4035929dfa98937e4ba788f4c5f4df91.jpeg
Download link:
***Contenido oculto. Abra la versión completa del tema para visualizar los enlaces.***