max and min complex number

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ElizabethR
ElizabethR on 7 Jun 2016
Commented: ElizabethR on 14 Jun 2016
i have set that contain complex number, then i get the greatest value using max function and get the smallest value using min function. For example the max value is -0.0115230+0.0474206i and the minimum value is 0.0026796 + 0.0006868i But if i give this command -0.0115230+0.0474206i > 0.0026796 + 0.0006868i it get the result ans=0. So, how did it happen ? should the result is ans=1 ?? please help. i am very confused

Accepted Answer

Guillaume
Guillaume on 7 Jun 2016
It can be proven that complex numbers cannot be ordered (under the definition of an ordered field). That means that you cannot compare complex numbers.
As per the documentation, < (and co.) only compare the real part of a number, whereas min returns the complex number with the smallest magnitude.
  5 Comments
ElizabethR
ElizabethR on 14 Jun 2016
yes, thanks for your explanation. Now i am understand about complex number. thank you so much Guillaume.

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More Answers (2)

Azzi Abdelmalek
Azzi Abdelmalek on 7 Jun 2016
Edited: Azzi Abdelmalek on 7 Jun 2016
If x1=1.1+2*i and x2=1+2.1*i What is the smallest number ? You can't compare two complex numbers, you can compare their modulus
abs(x1)>abs(x2)
I think max and min function, in your case, are finding the max and min of abs(your_array)
  9 Comments
ElizabethR
ElizabethR on 14 Jun 2016
hi Guillaume, thank you so much for your answare and explanation. Yes, now i am understand. Thank you. May i ask once again ? whether you have reference ( ebook ) about complex number ? so i can make strong argument in my task about complex number. God Bless You. sorry for my bad english

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Iain
Iain on 7 Jun 2016
Max is calculating the absolute value, and then taking the maximum value, despite being negative.
Greater than is taking the value farthest from negative infinity.
  7 Comments
ElizabethR
ElizabethR on 14 Jun 2016
Edited: ElizabethR on 14 Jun 2016
hi Torsten. oohhh I am Sorry, May be it became misunderstand, it not mean i am not satisfied with the answare, but, i confused so i ask again. But thank you so much. May i ask once again ? whether you have reference ( ebook ) about complex number ? so i can make strong argument in my task about complex number. God Bless You. sorry for my bad english

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