MULTIPLICATION OF LARGE INTEGERS

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Across
  1. 6. The process of converting numbers into smaller chunks for easier computation.
  2. 8. The time complexity of the traditional multiplication algorithm.
  3. 9. Data structure used to keep track of recursive calls during multiplication.
  4. 11. The multiplication algorithm used when dealing with small numbers.
  5. 13. The computational approach where problems are divided into smaller parts.
  6. 14. The base case in recursive algorithms when the numbers have only one digit.
  7. 15. The result of multiplying all parts of numbers in Divide-and-Conquer multiplication.
Down
  1. 1. A multiplication algorithm that splits a problem recursively into subproblems.
  2. 2. The step in Divide-and-Conquer multiplication where results are combined.
  3. 3. The method of multiplying numbers by breaking them into smaller components.
  4. 4. The mathematical operation used frequently to merge partial results.
  5. 5. The type of problem-solving approach used in Divide-and-Conquer multiplication.
  6. 7. The basic algorithm for multiplying numbers digit by digit.
  7. 10. The step of dividing numbers into smaller equal parts in multiplication algorithms.
  8. 12. An important factor affecting the efficiency of large number multiplication algorithms.