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Implement GCD Calculator Using Prime Factors Approach

Description

Task

Implement GCD Calculator Using Prime Factors

Acceptance Criteria

  • Use prime factorization function from previous todo
  • Calculate GCD using prime factors
  • Handle multiple input numbers
  • Optimize for efficiency

Summary of Work

This pull request implements a Greatest Common Divisor (GCD) calculator using the prime factorization method. The implementation will leverage existing prime-related utility functions to create an efficient and mathematically sound GCD calculation algorithm.

Changes Made

  • Modify src/gcd_calculator.py to implement GCD calculation using prime factorization
  • Ensure integration with existing prime checking and prime factorization utilities
  • Create comprehensive test cases in tests/test_gcd_calculator.py

Tests

  • Verify GCD calculation for various integer pairs
  • Test edge cases including zero, negative numbers, and large numbers
  • Validate correctness against mathematical GCD definition
  • Check performance and efficiency of prime factorization approach

Signatures

Staking Key

AEghvdqmRtc3fjKXfNTMJJ6WshksgWuJ9YBExgsZu8cN: 31AezBhPXB9tcrrygWzSxV7zv2Jieu77ZzvhVmabcXPE8k4zMYMYhkE5D2uc2pnnNXbVPhrnNi1CF8FwQR8w99niTksexZbQbiiKtLb1SXme4La1KEBqRzbiUepy4CvfRjk9Ci3Zf9ib41d7aE8NGmDNPAa9P8TecaaNhrTrpyMcHCuSakYRXcTTeYsTDi3p9hBdQTfDF9c6jVDSR1UvDGFvDHqcjCXdpMQNX32tAWBwtJxbqS5JwMZZHRGtsPCByCVHioDCMeAwsU6itXhZgiUJPs8Wy7CQFQJiV7DkX858XsARjqNLnJ9CfXbkHy6m6whZmuDnT9dEQ7h7NRZHintwjbZgkFMGr5zHZqEZvtTLxdZRt6sPqvuprmDoaPRDDSv62XWsH9zvqggAr3jNfrAwn9p92bg5cAKE

Public Key

AwXAtX7tMhL4JyB8NfXdsrqc1UifaMyap3c9bpN9RMse: 28GeU2tzVhFM84oqLzpwJC73BRWgQttPC7K4oB9REzoWh3EbX3fnvdmUQf74pj7eBcK5SntQQmY9huGV33G1tHXvhRJYEnAziswjoWVUbUt7fKhvCWw3bHxhz3B9jesQw4UqaaDXayiSbii5vStGjFGjKT3jMyku8nVcfFKxTsS59jSd1H9Upk1jiwwuozdEyJXCRDJbbxtVgEYpCSiqRXjvkPbxbHNdJYFFcMXvM9ryqN96Yo3fa1V7BF3n3NtRc3qndebFwJstJQf8ZR9NxjoE4TkpMtzANJUYXj5NccJht59YoCKrLsu1XvAPKM1kqcRrm1AbpPXxnPam62UyZAoMd2yqjK8CHx6C1TxysBipjwHQ15qrDQ6uVKP1WkJPSkxjuGVYtZeYYHPD8ecsdxMPTHnU3uCBqud6

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4 participants