Hello , I wanna to take this course , do you recommend this course for me ??
I am doing researches in computer graphics ( point-based graphics ) , so what is your opinion about this course ? its gonna to help me in my research in computer graphics or not ??
Ordinary Differential Equation ?
Not sure. I'd say take it if it interests you, but I don't know if it's particularly useful for computer graphics. A course in statistics with calculus (i.e. probability distribution functions, etc..) may be more relevant if you haven't taken that already. That said I'm not familiar with point-based graphics (is that point-cloud?) so take my post with a pinch of salt.
“If I understand the standard right it is legal and safe to do this but the resulting value could be anything.”
@Bacterius ,
No I did not take probability course yet , but they told me that differential equation is very good for animation and particle effects in graphics !! , for this semmester what is most recommended courses for computer graphics ? ( choose 2 courses )
1 : Numerical methods.
2 : Ordinary differential equations (ODE).
3 : ELEMENTARY PROB. & STATISTICS .
4 : TOPICS IN MATHEMATICAL PHYSICS.
5 : ENGINEERING MATH. II .
I want to take 2 course to support me in my Computer graphics study:)
However, I would pick 1 (numerical methods) and 3 (elementary probability and statistics) from your list. Differential equations would be my third choice.
@Alvaro ,
It seems that I made fault :/ the course is discrete differential geometry , so why you choose ordinary differential equation if it was for mechanics ! ( I respect your choice by the way
). So any recommended courses more than what is mentioned in the list !!
any one specialized ( Master student ) in computer graphics and doing researches if you have any recommended books pls share .
thanks Alvaro I will read the basic stuff about Ordinary differential equation , so any other ideas and recommended books !
Yeah the linear algebra is the hear of computer graphics with no doubt !! , I took linear algebra course
I also think linear algebra is very important to appreciate some of the things you'll do in course on ODEs. I'd say the most important concept for this purpose is eigendecomposition (eigenvectors and eigenvalues) and the spectral theorem. For instance, local equilibria of ODEs are characterized by the eigendecomposition of the Jacobian; and ODEs like the heat and wave equations are themselves solved by eigendecomposing a linear operator (the sines/cosines are its eigenvectors).