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Why do I get a complex number when I use 'uitable' in MATLAB?

I have data file included both type of numbers, real (fractions and integers) and complex. But when I use 'uitable' all data will turn to be complex (of course 0i as imaginary part). see the figure Any recommendation on to get rid of those automatically appeared imaginary parts?

Solution

  • there's a way around.

    1.- Let's say that your data is for instance

    c2 =   1.0e+02 *[  0.997200000000000 + 0.000000000000000i -2.980950000000000 - 2.615070000000000i  -5.201680000000000 - 5.166180000000001i -1.654660000000000 + 8.841020000000000i
 -7.100910000000000 - 0.214950000000000i  0.264990000000000 + 0.000000000000000i    -7.533630000000000 - 1.921760000000000i -9.006920000000001 + 0.000000000000000i
  7.060630000000000 + 0.000000000000000i -1.963840000000000 + 5.605040000000000i   -6.321850000000000 + 0.000000000000000i  8.054330000000000 + 1.504170000000000i
  2.441100000000000 + 8.001080000000000i -8.480670000000000 - 2.205220000000000i   -5.200950000000001 - 7.360539999999999i  8.895750000000000 - 8.804410000000001i]

    then

    hf1 = uifigure;
uit = uitable(hf1,'Data',c2);

    enter image description here

    when one tries casting or directly writing null imaginary part elements you are right, the table shown with uitable keeps 0i on all elements of the table as soon as a single element has non null imaginary part. The following doesn't work

    uit.Data(1,1)

uit.Data(1,1)=real(uit.Data(1,1))

uit.Data(1,1)=49

if imag(c2(:))==0 c(:)=real(c(:)); end

    enter image description here

    2.- Now let's convert the data fed to uitable to characters

    c10={};
for k=1:1:numel(c2)
c10=[c10 strip(num2str(c2(k)))];

end
c10=reshape(c10,size(c2));

hf2=uifigure;
uit2=uitable(hf2,'Data',c10)

    enter image description here

    Now the resulting table produced with uitable complies with the requirement in your question, that table elements with null imaginary parts do not show 0i.

    Additional comment : I have used the following to generate random 4x4

    simulating data
a=1e-3*randi([-1e6 1e6],1,16);
b=1e-3*randi([-1e6 1e6],1,16);
b(unique(randi([1 16],1,randi([4 12],1,1))))=0;
c=a+b*1j;
c2=reshape(c,[4 4])