In numerical recipes is routine for it but if we want to write it from scratch i found reduction to Hessenberg by Gaussian elimination (Householder reflections would be better but I havent found how to effectively multiply matrix by Householder reflections) I derived multiplication by rotation matrices G from the left and G^{T} from the right which allowed to write QR decomposition But which shifts should I use How to use deflation QR metod can be done in place but how to do it
@mayankchobey2136Ай бұрын
That tail function didn't work, it said "make; no targets specified and no makefile found". What should I do
@juniorcyans2988Ай бұрын
My major is general physics and I plan to do a PhD in physics related to quantum mechanics. I’m eager to learn anything related to my future career. Luckily the YT algorithm recommended a video of this series to me this morning! Thank you!
@youknowwhatlol6628Ай бұрын
Pretty good video, friendo! Thanks!
@holyshit92211 күн бұрын
Can you write program for eigenvalues based on this video only if yes then indeed it is good video
@balusaniveditha8880Ай бұрын
Hi can you tell me how to create a gti file from RXTE for PCA good xenon data ?
@JosaxJazАй бұрын
Thank you so much dude. My professor somewhat went over how to do this in his lecture with the 1st degree equation of a line, but there was basically 0 material on how to do it with polynomials. This makes a ton of sense and helped me out.
@Astrophile090Ай бұрын
Hello sir I am not getting the last stage it is not showing the result
@SamsungA04e-dp7kjАй бұрын
1.Global Positioning System 2.Water 3.Walwiyono 1.PETA DUNIA 2.KATERING 3.VAKSINASI COVID 19 1st 2nd 3rd
@birupakshchoudhury70572 ай бұрын
nice work
@cjjk91422 ай бұрын
Seriously good stuff, thanks for the entire playlist
@TheSpartan1862 ай бұрын
I don't know whether as an engineer my brain just works better with this or I'm just dumb, but this is making my grad class math make sense.
@__kiwi__2 ай бұрын
Thank you very much for the video, this is super helpful !
@nspace-cowboy2 ай бұрын
You are welcome!
@markneumann3812 ай бұрын
Your filling the breach. Between all linear algebra and general expresions of application.
@markneumann3812 ай бұрын
Great help. Like your meeting of matrices and programing. A golden mean. Thank you very much.
@VictorOguroth2 ай бұрын
Thank you!
@nspace-cowboy2 ай бұрын
You're welcome!
@strugglingP6student3 ай бұрын
thanks a lot! I didn't understand the discussion of this topic in math methods by arfken but this video gave me many insights. thanks again!
@nspace-cowboy3 ай бұрын
Glad it helped!
@paolaflores63913 ай бұрын
Thanks for the information, but I have a question , is possible obtain with the software Heasoft he values of Nh(density column) for a big data, could you explain it ? please, Thank you so much!.
@anikadujakovich1443 ай бұрын
Just finished upgrading! Thanks for the info
@patrickadejoh82034 ай бұрын
But this is the same proof as the Cauchy's Integral theorem. That means they're the same right?
@peterheynmoller25814 ай бұрын
nice story! I'm currently studying electrical engineering and am taking a numerical mathematics course and really like your videos on that!
@hyperduality28384 ай бұрын
Real is dual to imaginary -- complex numbers are dual. "Always two there are" -- Yoda.
@4_Gatitos4 ай бұрын
Hello! Is there a way I could send you an email?
@joelasaucedo5 ай бұрын
This is so helpful. Thank you man!
@Channel-zb1fi5 ай бұрын
Is it a bad idea to let the curve C be a function of the form r = a(t) + i * b(t), a<=t<=b. And then integrate the real and imaginary integrals from t = a to t = a, because of it being closed, and then using the fundamental theorem to argue that the result should be zero.
@Channel-zb1fi5 ай бұрын
Also the Green's theorem says that the integration over a boundary is equal to the integral over the domain, given some conditions. So should we not make the assumption that the contour can be continously deformed so its boundary perfectly fits with the boundary of the analytic domain, D. Since the original integration is done over the boundary of the domain C which is obviously a subset of D. So C would have to be made equal to D in order for Greens theorem to apply for the domain D.
@vinisemminecraf5 ай бұрын
Thanks Nick, you saved me
@user-ll1ux5yp4z5 ай бұрын
my configure failed and it says scipy version is older and need v1.5. my scipy version is v1.3 and when i tried to upgrade it it says its the latest version. . what shoild i do ?
@Star-pc2mz2 ай бұрын
Resolved?
@sahanasastha8465 ай бұрын
It's very useful and a satisfied video. Thank u sir
@saqlainafroz44215 ай бұрын
Thank you very much for such a simple and instructive tutorial. I literally woke up till 5 in the morning to complete my installation.
@holyshit9225 ай бұрын
But Givens rotations need O(n) operations per each multiplication instead of O(n^2) with Householder
@saeedyari57155 ай бұрын
great
@davethesid89605 ай бұрын
Very helpful, thank you! Bounding the integral on the upper arc of the semicircle to show that it goes to 0 in the limit takes some extra work, though.
@saeedemaleki89496 ай бұрын
Thanks so much Nick, you helped me a lot ⚡
@nspace-cowboy6 ай бұрын
Happy to help!
@debasishkrishnatreya13613 ай бұрын
Which version of heasoft have you installed, 6.28 or 6.33 ??
@nspace-cowboy3 ай бұрын
My guess is since the comment was 2 months ago it was probably 6.32. The same steps for 6.28 will apply for 6.33.
@Eis4616 ай бұрын
Continue your youtube educational videos
@Eis4616 ай бұрын
Continue teaching
@nb44356 ай бұрын
Great video
@ayeshaghafoor22036 ай бұрын
What about the convergence or real integral in the disk where we convert and integrate? If real integral doesn't convergence in the disk, it's impossible to do next steps.
@anniewang63586 ай бұрын
awesome video, can u do some more examples with indented contours?
@danielkane66907 ай бұрын
Why is it n!/2*pi*i in the formula, but when doing the solution you say 2*pi*i/n! ?
@MichaelMarteens7 ай бұрын
Great job pointing out your earlier mistake, and then going above and beyond to make sure people were aware of it.
@MichaelMarteens7 ай бұрын
Thank you to the algorithm for showing me these videos
@MichaelMarteens7 ай бұрын
I literally cried from happiness watching these complex analysis video, which has never happened to me before while doing math.
@MichaelMarteens7 ай бұрын
This is complex analysis by a genius
@MichaelMarteens7 ай бұрын
It should be illegal to finish complex analysis without watching these videos
@MichaelMarteens7 ай бұрын
This is bound to make the mathematician happy!
@MichaelMarteens7 ай бұрын
Amazing that these videos are so straight the point and yet understandable. Also cool that you often include many examples.
@MichaelMarteens7 ай бұрын
FELLOW MATH MAJORS: Hi, I am also a math major, and I'm nearing the end of my complex analysis course. I can vouch that these videos are great and applicable to those interested in pure mathematics. Don't let the title scare scare you away. Do well!
@MichaelMarteens7 ай бұрын
Dude, these videos are PERFECT! I'm on week 15 of a 16 week course in complex analysis and was surprised to find how little good and relevant material was online. Then I came across these videos!
@nspace-cowboy7 ай бұрын
Glad you like them!
@MichaelMarteens7 ай бұрын
Thank you space cowboy for teaching us space math!