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shingtaklam1324 Avatar
Name:Shing Tak Lam
Clan:Unknown
Member Since:Nov 2017
Last Seen:Feb 2022
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  • Custom User Avatar
    • hobovsky
    • commented on "Natural Logarithm" kata

    Unpublishing due to very low satisfaction rating and many unresolved issues.

  • Default User Avatar
    • farhanaditya
    • commented on "Natural Logarithm" kata

    Free points! :)

  • Default User Avatar
    • monadius
    • resolved an issue on "Prove that any Inverse of an Involutive Function is itself" kata

    Fixed

  • Default User Avatar
    • monadius
    • resolved an issue on "Odd + Even = Odd? Even * Anything = Even? Prove it!" kata

    Fixed

  • Custom User Avatar
    • donaldsebleung
    • created an issue for "Prove that any Inverse of an Involutive Function is itself" kata

    This Kata is not compatible with Lean v3.18.4 as of 16/08/2020 and needs to be upgraded.

  • Custom User Avatar
    • donaldsebleung
    • created an issue for "Odd + Even = Odd? Even * Anything = Even? Prove it!" kata

    This Kata is not compatible with Lean v3.18.4 as of 16/08/2020 and needs to be upgraded.

  • Custom User Avatar
    • shingtaklam1324
    • commented on "Braking well" kata

    Mhm... That's confusing. I've ran into the same issue with other Kata that use random tests. Is there something that I've done wrong?

  • Default User Avatar
    • g964
    • commented on "Braking well" kata

    I am surprised: I tried the two existing solutions and they worked fine without errors or warnings. Unfortunately your solution gives wrong results.

  • Custom User Avatar
    • shingtaklam1324
    • commented on "Braking well" kata

    Nim tests are broken, as some things have been deprecated.

    /workspace/solution_tests.nim(63, 7) template/generic instantiation of `suite` from here
    /workspace/solution_tests.nim(65, 35) Warning: Deprecated since v0.18.0; use 'rand' instead; random is deprecated [Deprecated]
    /workspace/solution_tests.nim(63, 7) template/generic instantiation of `suite` from here
    /workspace/solution_tests.nim(66, 35) Warning: Deprecated since v0.18.0; use 'rand' instead; random is deprecated [Deprecated]
    /workspace/solution_tests.nim(70, 7) template/generic instantiation of `suite` from here
    /workspace/solution_tests.nim(72, 35) Warning: Deprecated since v0.18.0; use 'rand' instead; random is deprecated [Deprecated]
    /workspace/solution_tests.nim(70, 7) template/generic instantiation of `suite` from here
    /workspace/solution_tests.nim(73, 35) Warning: Deprecated since v0.18.0; use 'rand' instead; random is deprecated [Deprecated]
    Error: execution of an external program failed: '/workspace/tests '
    
  • Custom User Avatar
    • shingtaklam1324
    • commented on "Arctan Inverse Fibonacci" kata

    Alright I see. I've yanked the kata at the moment, since this question is from somewhere else, and I might need to get their permission before publishing it.

  • Default User Avatar
    • monadius
    • commented on "Arctan Inverse Fibonacci" kata

    Consistency is a good thing to have but it is not covenient to work with rational numbers in Coq. They do not support the standard equality and one has to use a setoid-based equality to reason about rational numbers (and this equality has some limitations). In any case, I think it would be better to change everything to real numbers because arctan is usually defined as a function from reals to reals.

    P.S. I didn't reply earlier because I did not get a notification about your comment.

  • Custom User Avatar
    • shingtaklam1324
    • resolved a suggestion on "Prove that any Inverse of an Involutive Function is itself" kata

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

  • Custom User Avatar
    • donaldsebleung
    • created a suggestion for "Prove that any Inverse of an Involutive Function is itself" kata

    Coq Translation Kumited - please accept :-D

  • Custom User Avatar
    • shingtaklam1324
    • commented on "Prove that any Inverse of a Bijective Involutive Function is itself" lean solution

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

  • Custom User Avatar
    • user8436785
    • resolved a suggestion on "Triple negation" kata
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