Chapter 04.09: Lesson: Ill Conditioned and Well Conditioned System of Equations
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- Опубліковано 26 гру 2024
- Learn what ill conditioned and well conditioned system of equations are. For more videos and resources on this topic, please visit ma.mathforcolle...
Thankyou so much sir for such a excellent explanation and also I wanted to say, your english communication skills are too good
भले आदमी हो गुरुजी आप । शत शत प्रणाम आपको ।
what a great man, really helped us here in SJTU , thanks a lot
Get more help at ma.mathforcollege.com
Before this, I read many pages in the internet about well-posed and ill-posed, and still didnt understand well about those topics. After watching this video once, I completely understand 'now what the definition of them..LOL.
Thank you.
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How did you get 2 and 1 as values for x and y
please
This is a very good explanation.
Thank you very much!
The sound is too left panned can you please fix that? Great video though!
If you are on windows, I would recommend to turn the mono audio on in the settings, just for this video
Thank u sir love from India
Crystal clear explanation।
Thank you sir
You explained it very well! Thank you! You helped me a lot!
Thank you. For more details, go to ma.mathforcollege.com
Which book you are following?
It is our own book. Read it for free at mathforcollege.com/ma/book2021/ Also go to ma.mathforcollge.com for all resources. Tell others about these resources.
Thank you for making it easy!
how do calculate for x and y
You can use substitution or Gaussian elimination!
Thanks
I know its a very late reply but posting anyways for anybody else who comes here with the same question:
You can use:-
1) Gauss Elimination Method (Direct Method)
2) Gauss Elimination with Partial Pivoting
3) Gauss-Jordan Elimination
These are some ways of solving x, y, z... for any system of linear equations
Love the worked example! Thanks!
First matrix is pretty close to singular matrix and is ill conditioned
Well, the best way to check is to calculate the condition number of a matrix. The determinant is a poor way to check for well- and ill-conditioning of a square matrix.
@@numericalmethodsguy This is only my observarion
Is it coincidence ?
When we have matrix which is close to singular matrix we will divide by a number close to zero to get solution but division by number close to zero may cause numerical problems
Thats why I didn't reject this observation
Good explain!!!
when the values of coefficient matrix are changed keeping the constant matrix same then the values of x and y are wrong...
Thanks for making it simple! :)
Where's explained well vs ill conditioned method?
+iTubeItalia Go and watch all videos at ma.mathforcollege.com/mainindex/09adequacy/index.html . Spread the word about the matrix algebra open courseware - ma.mathforcollege.com/index.html
غير توضح ال ٢ و١ منين اجت
thank u sir.
herkes niye hintli??