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TheDoctor Avatar
Name:Drew
Clan:Unknown
Member Since:Nov 2013
Last Seen:Apr 2025
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  • Replies (10)
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  • Custom User Avatar
    • Chrono79
    • commented on "Fold an array" kata
    • 7 years ago

    I'd normally agree with you but, I did what you suggest in this kata: https://www.codewars.com/kata/remove-the-minimum/
    People complain their code doesn't pass the mutation test anyway.

  • Custom User Avatar
    • Chrono79
    • commented on "Fold an array" kata
    • 7 years ago

    It's stated in the description:

    The input array should not be modified!

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    • ZozoFouchtra
    • resolved an issue on "Debug Sum of Digits of a Number" kata
    • 8 years ago

    This comment is hidden because it contains spoiler information about the solution

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    • PG1
    • commented on "My head is at the wrong end!" kata
    • 9 years ago

    Yep you have to reverse the string. Actually GiacomoSorbi wrote the random test cases for me. What seems to be the issue?

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    • Fosna
    • commented on "Debug Sum of Digits of a Number" kata
    • 10 years ago

    Tests are updated.

  • Custom User Avatar
    • Fosna
    • commented on "Debug Sum of Digits of a Number" kata
    • 10 years ago

    I'll put some random test cases. Thx for the comment.

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    • raulbc777
    • resolved an issue on "Numbers that are a power of their sum of digits" kata
    • 10 years ago

    Good observation @TheDoctor. Thanks for your help and time to solve this kata. It's fixed. Your suggestions are welcome

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    • computerguy103
    • commented on "Same Birthday Probability" kata
    • 11 years ago

    The test was in a loop but there was an undeclared variable in the test solution which was stomping on the loop counter. I fixed that so it's a private variable and the loop runs the correct number of times.

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    • osuushi
    • commented on "Approximate derivative" kata
    • 11 years ago

    No, those will only be approximately equal unless the derivative is a constant. They are approximating the derivative at two different points.

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    • osuushi
    • commented on "Approximate derivative" kata
    • 11 years ago

    I'm not aware of any algorithms that can detect points of nondifferentiability in the general case. In any event, the point of the kata is to handle differentiable functions. I'll add that to the description.

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