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Hi Fred, the existing mechanism is 27 ⎕CR B to get the numerator of B and 28 ⎕CR to get the denominator > 0 of a quotient or 0 if the number is not a quotient (and then 27 ⎕CR is the double B cast to uint64_t. Unfortunately there was a bug 28 ⎕CR returning always 0. Fixed in SVN 1004. Best Regards, /// Jürgen On 08/28/2017 11:24 PM, Frederick Pitts
wrote:
Hello, Is there an existing mechanism for accessing rational number numerator and denominator parts analogous to that for accessing complex number real and imaginary parts? If yes, please let me know how. If no, can a mechanism be implemented?Respectfully, Fred |
- [Bug-apl] Access to rational number numerator and denomi... Frederick Pitts
- Re: [Bug-apl] Access to rational number numerator a... Louis de Forcrand
- Re: [Bug-apl] Access to rational number numerat... Frederick Pitts
- Re: [Bug-apl] Access to rational number num... Elias Mårtenson
- Re: [Bug-apl] Access to rational number... Christian Robert
- Re: [Bug-apl] Access to rational n... Elias Mårtenson
- Re: [Bug-apl] Access to ration... Frederick Pitts
- Re: [Bug-apl] Access to rational number numerator a... Juergen Sauermann
- Re: [Bug-apl] Access to rational number numerat... Frederick Pitts
- Re: [Bug-apl] Access to rational number num... Juergen Sauermann
