【じょうよけんさ】

    noun (common) (futsuumeishi)
  1. modulo N check; residue checkcomputing
Forms
  • 【じょうよけんさ】
  • じょうよけんさ
Generated definitions (experimental)
  1. modulo N check
    2. This term refers to a mathematical operation that determines the remainder when one number is divided by another. It is often used in computer science and mathematics for various calculations involving congruences.
    He used a modulo N check to simplify calculations with large numbers.
    The program implemented a modulo N check to ensure data integrity.
  2. residue check
    3. This meaning refers to the process of verifying the leftover portion after a division operation, often used in statistical analysis or algorithms that require checking for specific conditions.
    In statistical analysis, a residue check can be used to identify outliers.
    A residue check was performed for algorithm optimization.
Generated collocations (experimental)
to perform a modulo N checkresult of the residue checkto implement a residue checkto use a modulo N checkto undergo a residue checkmethod of modulo N checkingto pass the residue checkaccuracy of the modulo N checkせい性importance of the residue check
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