Rank: 1062 based on 65 downloads (last 30 days) and 3 files submitted
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Muhammad Rafiullah Arain

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NED University of Engineering & Technology Karachi, PAKISTAN

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(last 30 days)
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15 Feb 2008 Screenshot Row Echelon Form Method for row echelon form of matrix Author: Muhammad Rafiullah Arain linear algebra, solution, upper triangular matr..., row echelon form, mathematics 20 2
  • 2.5
2.5 | 2 ratings
12 Apr 2005 Screenshot Multiplication of Linear Expressions Multiplication of linear expressions. Author: Muhammad Rafiullah Arain linear algebra, multiplication of lin..., polynomial, mathematics 1 3
  • 4.5
4.5 | 2 ratings
12 Apr 2005 Screenshot Newton's Interpolation Script for Newton's Interpolation formula. Author: Muhammad Rafiullah Arain newtons interpolation, interpolation, approximation, divided difference ta... 44 4
  • 4.16667
4.2 | 6 ratings
Comments and Ratings by Muhammad Rafiullah
Updated File Comments Rating
23 Oct 2008 Newton's Interpolation Script for Newton's Interpolation formula. Author: Muhammad Rafiullah Arain
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21 Sep 2009 Row Echelon Form Method for row echelon form of matrix Author: Muhammad Rafiullah Arain Ocansey, Evans Doe

I tried your code for this matrix
A = [2 3 4 5;6 7 8 9;10 11 12 13; 14 15 16 17];
and the result it's giving me is
 
1.0000 1.5000 2.0000 2.5000
        0 1.0000 2.0000 3.0000
    NaN NaN NaN NaN
    NaN NaN NaN NaN

But when I tried it manually I mean with my hands I got zeros replacing of all the places with NaN. Kindly help.
Thanks

23 Oct 2008 Newton's Interpolation Script for Newton's Interpolation formula. Author: Muhammad Rafiullah Arain Arain, Muhammad Rafiullah
23 Sep 2008 Newton's Interpolation Script for Newton's Interpolation formula. Author: Muhammad Rafiullah Arain tharsan, Jeya

Hi,
I have try to use this .m file but I get problem. I think this program works only for few number of x values. While I give 45 x & 45 associated y values, it gives wrong resutlts but while I use 25 or less x & associated y values it works fine. I used your program to interpolate blasius exact solutions(it comes under boundary layer theory)
         x y
         0 0
    0.2000 0.0066
    0.4000 0.0266
    0.6000 0.0597
    0.8000 0.1061
    1.0000 0.1656
    1.2000 0.2379
    1.4000 0.3230
    1.6000 0.4203
    1.8000 0.5295
    2.0000 0.6500
    2.2000 0.7812
    2.4000 0.9223
    2.6000 1.0725
    2.8000 1.2310
    3.0000 1.3968
    3.2000 1.5691
    3.4000 1.7470
    3.6000 1.9295
    3.8000 2.1161
    4.0000 2.3058
    4.2000 2.4981
    4.4000 2.6924
    4.6000 2.8883
    4.8000 3.0853
    5.0000 3.2833
    5.2000 3.4819
    5.4000 3.6809
    5.6000 3.8803
    5.8000 4.0799
    6.0000 4.2796
    6.2000 4.4795
    6.4000 4.6794
    6.6000 4.8793
    6.8000 5.0793
    7.0000 5.2793
    7.2000 5.4793
    7.4000 5.6792
    7.6000 5.8792
    7.8000 6.0792
    8.0000 6.2792
    8.2000 6.4792
    8.4000 6.6792
    8.6000 6.8792
    8.8000 7.0792
it finds correct y for given x values but it gives wrong results while interpolating.
Please check this, & if you correct the bug, Please send me a copy also
Thanking you

Best regards,
S.Jeya

05 May 2008 Row Echelon Form Method for row echelon form of matrix Author: Muhammad Rafiullah Arain Davis, Tim

Warning ... this function does not pivot, which makes it useless for the general case.

The result R=ref(A) can be computed much more simply with [L,U]=lu(A) ; R = diag(diag(U))\U ; so this does not extend MATLAB in any useful way.

So perhaps the code is here just for educational use. However, codes like that must be well commented and well-written; this one is neither. It contains an absurd test (if (i == j)) which by inspection is always true. It contains gems of true absurdity such as statemients like a(i,:)= (1/a(i,j))* a(i,:); Why are you multiplying by the inverse of scalar? That is slow and inaccurate and hard to read. It uses n=length(a(1,:)) simply to determine the dimension of the input matrix a. Finally, the code is pure scalar code with lots of explicit loops.

26 Apr 2008 Row Echelon Form Method for row echelon form of matrix Author: Muhammad Rafiullah Arain Andrew, Henry
Top Tags Applied by Muhammad Rafiullah
linear algebra, mathematics, approximation, divided difference table, interpolation
Files Tagged by Muhammad Rafiullah View all
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29 May 2009 Screenshot MATLAB in Physics - Symbolic Computation and Differential Equations The fourth lecture in a series on using MATLAB in undergraduate physics courses. Author: Matt McDonnell simulation, oop, object oriented progr..., central potential, symbolic, chaos 16 0
15 Feb 2008 Screenshot Row Echelon Form Method for row echelon form of matrix Author: Muhammad Rafiullah Arain linear algebra, solution, upper triangular matr..., row echelon form, mathematics 20 2
  • 2.5
2.5 | 2 ratings
12 Apr 2005 Screenshot Multiplication of Linear Expressions Multiplication of linear expressions. Author: Muhammad Rafiullah Arain linear algebra, multiplication of lin..., polynomial, mathematics 1 3
  • 4.5
4.5 | 2 ratings
12 Apr 2005 Screenshot Newton's Interpolation Script for Newton's Interpolation formula. Author: Muhammad Rafiullah Arain newtons interpolation, interpolation, approximation, divided difference ta... 44 4
  • 4.16667
4.2 | 6 ratings

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