How to use the error function for some tough integral
Prime Newtons
43,338 views
In this video, I showed how to use the error function to compute some difficult integrals. the real gaussian error function and the imaginary error function was also used in this video. Erfi(x) is a modified version of erf(x)
Gaussian integral video here:
Gaussian Integral [Int{e^-x^2} from -inf t...
20 Comments
@mreverything7056 2 years ago
The solution to non elementary integrals is to create a new function for every new non elementary, call it “peepeepoopoo(x)”, add a “+C”, and call it a day 😎
@punditgi 2 years ago
Nothing imaginary about how good a teacher Prime Newtons is. The only error is to not watch his videos! 😊
@jackrubin6303 6 months ago
Thank you. At 70 years old and not a mathematician with breast cancer, I learnt something. You are amazing!
@holyshit922 2 years ago
If you continue algebra video series I would like to see
eigenvectors case when there are less eigenvectors than eigenvalues ,similar matrices , Cayley-Hamilton theorem , orthogonalization , reflector matrices , rotation matrices
eigenvectors case when there are less eigenvectors than eigenvalues ,similar matrices , Cayley-Hamilton theorem , orthogonalization , reflector matrices , rotation matrices
@WiftyX3 1 year ago
that missing, added in post, +C; Along with that laugh that said "that was pain"... so relatable
@Orillians 2 years ago
Bro you literally came in dream 😭😭😭😭(I have no idea how much I have been watching your channel that you are coming in my dreams) and I saw that you had changed your channel name and I was crying haha
@FcRadko 2 years ago
When you take this rough integral on a test correctly, but forget +C, and bet zero points💀☠
@RevocatusPaulC.P 1 year ago
Thank you very much sr for this wonderful insights on impossible calculus questions more especially on error functions
@madhavjoshi9040 1 year ago
You are dealing with really interesting and, of course very high level of maths problems. Thank you for the lucid explanation. Could you please try - lenth of Sine Curve between x=0 and x=2*pi?
@JAMESYUN-e3t 2 years ago
Amazing math horizon. By the way, where this math knowledge is applied in real world. If this comment is added, the lecture will be more excellent😂😊
@BartBuzz 2 years ago
Sweet! Now, all you need to do is show some examples that use the Erf(x) and the Erfi(x).
How to use the error function for some tough integral
Prime Newtons
43,338 views
In this video, I showed how to use the error function to compute some difficult integrals. the real gaussian error function and the imaginary error function was also used in this video. Erfi(x) is a modified version of erf(x)
Gaussian integral video here:
Gaussian Integral [Int{e^-x^2} from -inf t...