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Home/ Questions/Q 3957634
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Editorial Team
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Editorial Team
Asked: May 20, 20262026-05-20T02:30:56+00:00 2026-05-20T02:30:56+00:00

i have two problems in mathematica and want to do them in matlab: measure

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i have two problems in mathematica and want to do them in matlab:

measure := RandomReal[] - 0.5
m = 10000;
data = Table[measure, {m}];
fig1 = ListPlot[data, PlotStyle -> {PointSize[0.015]}]
Histogram[data]

matlab:

measure =@ (m) rand(1,m)-0.5
m=10000;
for i=1:m
data(:,i)=measure(:,i);
end

figure(1)
plot(data,'b.','MarkerSize',0.015)

figure(2)
hist(data)

And it gives me :

??? The following error occurred
converting from function_handle to
double: Error using ==> double

If i do :

measure =rand()-0.5
    m=10000;
data=rand(1,m)-0.5

then, i get the right results in plot1 but in plot 2 the y=axis is wrong.

Also, if i have this in mathematica :

steps[m_] := Table[2 RandomInteger[] - 1, {m}]
steps[20] 
Walk1D[n_] :=  FoldList[Plus, 0, steps[n]]
LastPoint1D[n_] := Fold[Plus, 0, steps[n]]
ListPlot[Walk1D[10^4]]

I did this :

steps = @ (m) 2*randint(1,m,2)-1;
steps(20)

Walk1D =@ (n) cumsum(0:steps(n))  --> this is ok i think
LastPointold1D= @ (n) cumsum(0:steps(n))
LastPoint1D= @ (n) LastPointold1D(end)-->but here i now i must take the last "folding"
Walk1D(10)
LastPoint1D(10000)
plot(Walk1D(10000),'b')

and i get an empty matrix and no plot..

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1 Answer

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  1. Editorial Team
    Editorial Team
    2026-05-20T02:30:57+00:00Added an answer on May 20, 2026 at 2:30 am

    Since @Itamar essentially answered your first question, here is a comment on the second one. You did it almost right. You need to define

    Walk1D = @ (n) cumsum(steps(n));
    

    since cumsum is a direct analog of FoldList[Plus,0,your-list]. Then, the plot in your code works fine. Also, notice that, either in your Mathematica or Matlab code, it is not necessary to define LastPoint1D separately – in both cases, it is the last point of your generated list (vector) steps.

    EDIT:

    Expanding a bit on LastPoint1D: my guess is that you want it to be a last point of the walk computed by Walk1D. Therefore, it would IMO make sense to just make it a function of a generated walk (vector), that returns its last point. For example:

    lastPoint1D = @(walk) (walk(end));
    

    Then, you use it as:

    walk = Walk1D(10000);
    lastPoint1D(walk)
    

    HTH

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