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Daniel Maxin
United States
เข้าร่วมเมื่อ 11 ต.ค. 2011
This channel is geared primarily for my students taking online classes from me but it is made available to a anyone interested in mathematical topics. It contains, occasionally, off topic videos with a mathematical spin (more or less).
วีดีโอ
Lesson 16.5 (The Curl and the Divergence of a vector field)
มุมมอง 66ปีที่แล้ว
Lesson 16.5 (The Curl and the Divergence of a vector field)
Lesson 16.3 (Conservative Fields and the Fundamental Theorem of Line Integrals)
มุมมอง 76ปีที่แล้ว
Lesson 16.3 (Conservative Fields and the Fundamental Theorem of Line Integrals)
Lesson 15.8 (The Triple Integral in spherical coordinates)
มุมมอง 96ปีที่แล้ว
Lesson 15.8 (The Triple Integral in spherical coordinates)
Lesson 15.5 (Application of the Double Integral: Surface Area)
มุมมอง 215ปีที่แล้ว
Lesson 15.5 (Application of the Double Integral: Surface Area)
Lesson 15.4 (Application of the Double Integral: Center of Mass)
มุมมอง 110ปีที่แล้ว
Lesson 15.4 (Application of the Double Integral: Center of Mass)
Lesson 15.3 (The Double Integral in polar coordinates)
มุมมอง 114ปีที่แล้ว
Lesson 15.3 (The Double Integral in polar coordinates)
Lesson 15.2 (The Double Integral over general domains)
มุมมอง 156ปีที่แล้ว
Lesson 15.2 (The Double Integral over general domains)
Lesson 15.1 (The Double Integral over rectangular domains) Part 2
มุมมอง 66ปีที่แล้ว
Lesson 15.1 (The Double Integral over rectangular domains) Part 2
Lesson 15.1 (The Double Integral over rectangular domains) Part 1
มุมมอง 95ปีที่แล้ว
Lesson 15.1 (The Double Integral over rectangular domains) Part 1
Lesson 14.7 (The second derivative test) Part 2
มุมมอง 65ปีที่แล้ว
Lesson 14.7 (The second derivative test) Part 2
Lesson 14.7 (The second derivative test) Part 1
มุมมอง 87ปีที่แล้ว
Lesson 14.7 (The second derivative test) Part 1
Lesson 14.6 (The Directional Derivative and the Gradient)
มุมมอง 127ปีที่แล้ว
Lesson 14.6 (The Directional Derivative and the Gradient)
Lesson 14.1 (Introduction to functions of several variables) part 2
มุมมอง 38ปีที่แล้ว
Lesson 14.1 (Introduction to functions of several variables) part 2
Lesson 14.1 (Introduction to functions of several variables) part 1
มุมมอง 62ปีที่แล้ว
Lesson 14.1 (Introduction to functions of several variables) part 1
Lesson 13.3 (Arc Length, Curvature and the TNB frame) part 2
มุมมอง 80ปีที่แล้ว
Lesson 13.3 (Arc Length, Curvature and the TNB frame) part 2
These videos have been such a helpful resource. Thank you for making them. Profesorul Maxin este cel mai bun!
You're welcome
At 23'14'' I meant (1/2)^n not (1/n)^2
Please, I want to know the solutions of no.3 (b) and (d) in page 332
It's the Tacoma Narrows Bridge and it happened in 1940
In regards to comment at 11'38''. Thanks for the info
Where can we download the video notes which you refer to in the first video?
I don't provide them in YT. I was referring to the notes I normally provide to the students taking this class with me
Where can we download your lecture notes?
The notes I am referring to are not available on YT. I provided them for my students who took the class with me when I recorded the lectures.
Thanks!
how do i change the color of my showed plot?
When you click and select the object there should be a menu on the right with "Color" as one of the options
Amazing explanation, Sir! We need more teachers like you. I really learn a lot from your lecture videos
You really are one of the best instructors I've ever met! So concept-oriented, and not just computation. It makes me have an intuitive understanding of the concepts.
Thank you
At 39:40 I forgot to use Rv x Ru instead, since Ru x Rv has a positive third coordinate which means it indicates the upward normal (inside the cone). Since the two are opposite, the answer should have been Pi/24 which means the interpretation is the opposite of what I said at 42:51. Since the integral is positive along the intendent normal (outside of the cone), then we have a net outflow.
Thank you for your help ❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤
"Promo SM" 💐
how to solve SEIR model in maple
At 36'50'' I mistakenly described path-connectedness (any two points are connected via a path that lies inside the domain). Simply connected means "no holes". There are various equivalent definitions but, intuitively, take any closed loop in the domain then its interior region is also inside the domain (i.e. a doughnut will not be simply connected)
Could you make discrete math and combinatorics lessions ?
Probably, not any time soon. My goal is to eventually have here all the courses I teach so I need to prioritize those. I don't normally teach discrete or combinatorics.
Around 22:00 mark: Higher order terms combining d ho, d\phi, d\theta are ignored since they do not affect the limit of the Riemann sum. That's why I did not distinguished between ho and ho+d ho when measuring the inner and outer radius of the "wedge"
great job sir!!!
small correction at 7:25: in typical Calculus 1 courses the density is actually a constant and y=f(x) is used to describe the shape of the object.
Are u using windows or mac and what software are you using
I use Wacom Bamboo Slate which is a note taker that digitalizes the handwriting on regular paper using a special pen. The app that comes with it can only be used on smartphones or tablets. I use an Android tablet. The app also has a feature called "live" that displays the note taking in real time. While I run this I also run a screen capture app on the same tablet to record the screen and my voice. This is the only system I found that allows me to write on regular paper. In fairness I think just using a good webcam pointing down to the desk might be better and easier and I might do that in the future
Can we do the same in Python? If yes, how? Could you please suggest some resources? Thanks!
I am not familiar with Python but my take is that you can use any system for which you can implement (or have already implemented) some basic functions such as: solving a system of equations (to find equilibria), finding the Jacobian (i.e. partial derivatives basically), and some basic matrix tools such as determinant and the trace.
Thank you!
I have no Idea why this got recommended to me, but it looks fairly interesting. Nice explanation btw.
The video ends abruptly because I decided to remove a portion at the end of it.
Sorry about the transition break at 12:55.
At 10:37 I meant just the vector V and not V0
thank you for these videos. Excellent over view and well presented.
thank you so much for this video! sooooo helpful for my final year project!!!. Absolute lifesaver
Hello, I'm doing a research on stability analysis on HIV/aids and i need some help with my project. Please can you help me ? I need help really urgently since my presentation is tomorrow.
Hello, do you know how to plot the graph using maple intead of pplane?
I did not use Maple extensively for phase plane plots but DEplot command in maple is the way to go I think. There are examples here that can be used as templates www.maplesoft.com/support/help/Maple/view.aspx?path=DEtools/DEplot
Thank you. Euler has a solution of Bessel equation from stretched membrane vibrations, can you show how he obtained it?
I’m working with a SEIR model, can you help me out on that please? I’m getting really confused.
please how can i obtain the solutions without the Rootof ??
After following this now I can do anything concerning stability
thank you for knowledge sharing. i have learnt alot from the video. However, i need a clarifications on the pplane. is it part of the maple or is a different application software?
it's a separate app. Available here www.cs.unm.edu/~joel/dfield/
@@Daniel_Maxin thank you for the reply. I will trying downloading it from the Link.
@@Daniel_Maxin thank you for feedback. i know if it will be possible to prepare a video on how to use it and the installation on the system. i tried downlaoding ,the response i got was 'the request URL was not found on the server. thank you
@@umarbashir7196 I'll think about making a video in the future but there is nothing really to install. These are stand alone executable files. you can also google "dfield" or "pplane" and you will arrive to the same page. Just right click and choose "save link as" over either pplane.jar or dfield.jar. These are java programs. so you need an updated working java version installed in the computer. When your java version works properly, the files dfield and pplane will have the "coffee pot" pictogram. You double click and run them as any other app.
@@Daniel_Maxin thank you for the feedback. i will try my best
this is the best tool out for learning stability analysis. thank you.
Thank you for the help. what are the letters that we can not use in maple? like 'I' letter
Capital "I" is used, by default, in Maple, to indicate the imaginary unit (i.e. complex number sqrt(-1)). So when you enter "I" in math mode Maple interprets it as the complex number "i". There is a way to force Maple to assign a different symbol to sqrt(-1) which frees up "I" to be a general variable. You do this with the command "interface". I forgot the exact syntax. I just use a different letter. Typically, if a letter is reserved by Maple, it will appear straight (i.e. not italic) in math mode.
thanks Professor
Very helpful vídeo, even thoug has not more views.
Thank you for your assistance.
Thank you so much... I like it when you say zexo. You are fantastic 👏
Thank you this series has been soooooo helpful!!!
Hmm, any textbook recommendations?
When teaching this class I used Fourier and Boundary Value Problems by Brown and Churchill. It covers many topics (more than one can cover in a semester class), lots of examples but not enough exercises (in my opinion). Still a good book overall
Thanks for the reply and for posting the great lectures!
Solve heat equation having robin boundary condition, please add it
What paper did you find this model from?
No particular paper. The classical SIR model which is the one in the video without the "alpha" term is in nearly all textbooks on the topic as an introductory model. If you really need to cite it you can just pick any textbook that contains it. The wikipedia page has a list of citations for it en.wikipedia.org/wiki/Compartmental_models_in_epidemiology#The_SIR_model_without_vital_dynamics. The addition of the "alpha" terms was done by me just to add variation of these models for the purpose of teaching but I am sure this is not new. Most contemporary papers deal with models that have more features and terms than the ones chosen in the textbooks.
I sent you a message on gmail , please answer
can you explain Bessel Equation with other boundary conditions like Neumann or spring-spring ends? can I have your email please ?cause i really need to solve them asap
Sir hindi me video banaye tabhi views badhenge
Atleast uske accent se pata chal jata hai ki banda Indian nahi hai, aur tum koi foreigner ko bolte ho ki hindi me baat kare Big brain indeed man
i think you wrote the first term of laplacian wrong because it is 1/r^2(r^2*u)rr
No. Using your form it should be 1/r^2(r^2*ur)r. One partial r inside the parantheses and another partial r for the whole paranthesis. Basically, in spherical coordinates the first two terms are U_rr+(2/r)U_r. The two can be brought in a single term either using the form in the video involving a second derivative in r outside the paranthesis, i.e. (1/r)(rU)_rr or using your form but with a single partial derivative outside the paranthesis and one inside, i.e. (1/r^2)*(r^2*U_r)_r Just expand both forms and you will see you get the same thing. Thanks for the comment
you look like a bond villain
Glad I could help :)
Good work
Love from the University of Melbourne! The video lectures have been so helpful for my studies, thank you so much!
You're welcome. Glad that it helped.