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@laura-abro laura-abro commented May 8, 2025

Implement GCD Calculator with Prime Factors Decomposition

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

Overview

This pull request implements a GCD (Greatest Common Divisor) calculator using prime factors decomposition, providing a robust and efficient solution for calculating the greatest common divisor of two integers.

Key Components

1. Prime Factors Decomposition (get_prime_factors)

  • Decomposes a number into its prime factors
  • Handles various edge cases:
    • Negative numbers (converts to absolute value)
    • Zero and one
    • Non-integer inputs
  • Uses an efficient trial division algorithm
  • Returns a list of prime factors

2. GCD Calculation (gcd_prime_factors)

  • Calculates GCD using prime factorization method
  • Robust error handling and input validation
  • Supports:
    • Positive and negative integers
    • Zero values
    • Different number ranges

Implementation Details

  • Prime factorization algorithm with O(√n) time complexity
  • Handles special cases like 0, negative numbers
  • Raises appropriate ValueError for invalid inputs
  • Efficient common factor identification

Testing Approach

Comprehensive test suite covering:

  • Basic functionality
  • Edge cases (zero, negative numbers)
  • Error handling scenarios
  • Various input combinations

Test Coverage

  • Prime factorization tests
  • GCD calculation tests
  • Error handling tests
  • Input validation tests

Acceptance Criteria Met

  • ✓ Efficient prime factors decomposition
  • ✓ Accurate GCD calculation
  • ✓ Robust error handling
  • ✓ Comprehensive test coverage

Notes

  • Uses absolute value for input processing
  • Raises clear, informative error messages
  • Follows Python best practices for function design

Changes Made

  • Implemented get_prime_factors function for prime factorization
  • Created gcd_prime_factors function using prime factor comparison
  • Added comprehensive error handling and input validation
  • Developed thorough test suite with multiple test cases

Tests

  • Verify prime factorization for various numbers
  • Test GCD calculation accuracy
  • Validate error handling for invalid inputs
  • Check handling of edge cases like zero and negative numbers

Signatures

Staking Key

5EmgCQSgPD79JWPQ6KMAV35kUNxasNQymeWuQXfJPmVk: PmhHq6XZsC79AZ4cvxeGyPr8nDZeATJcnGJVok2joQiWg2gVwhCFGgysAuaBuNUQewwkN3pdgbEe2efUhZT6XJYiT9B4AH6uxQsXoyNbQCsPRze2LXWbXPxLeFfShAU3oFUNrS8gBZm3T677xnRDeE5xQUeZKbvGRdDEFRhMjfoyLBx9Mui2tjKW4mFXvBKBxMnDf59o9NZems6dZhj49YJfMZHEHTJtWuW8g7zm1RjfKQnJ3ovYkvDRQxu7Vyi18BvtZo6xuL8huZ9hsJcFQgBt48frb5ieexJZH7r9qYfucFon9NEQ1Qwib7pHkPnsyV3146p9Ku2TcjQmP2T1Asrz3t5wYzwQju34FwCVKn5f6NY9DoHwEm3Rm5pu2nYoGqjaHeUysJZU5TfkuKs2rpwnnTpNTKkjbA

Public Key

8U4eXGpP28X2i8wDEDxwGUdSdPuz7xuMBvpFuVyPDNKz: GHxGwB5MuyDG49bUqSwixafg4GC1V1P4DH7uXMycGqyyK6Dzwz346hFm3tnW9miFbq72btN7AepbZPsAnBaKxNcTifzaiH44KnyX86sV7MV2hVSRwu31QVhFwDQQMvWU4wcnSX64rJDiUjtyT2ZhMoyQp5yZMQ85uQPqsa35MJm8Xi3UGNnXAjxxkvCojmAYEHYE8BMKBqz1mcMJYcq7V5MDmGyURPWXSScRQizpv4a3GvehNuni1MoSSVcdKzrrLJAaXgWShdvftk4rWm9kohFoiRWVu3LyeKL6bkpZT62nJ4jXPX2oM1ikwKGAeWj9QFVbqgGNTtzcHqh1oXtvrHbEJ7P48PRqMsb9Pb4iD3kTqjuBXGfysqEcah79bmVZcsZuePiuE3YyT7EvovwCNJcQ9B2YzexJUt

@laura-abro laura-abro changed the title [WIP] Implement GCD Calculator Using Prime Factors Decomposition Implement GCD Calculator with Prime Factors Decomposition May 8, 2025
@laura-abro laura-abro marked this pull request as ready for review May 8, 2025 21:20
@momstrosity
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GCD Calculator with Prime Factorization

Description

Implementation of GCD calculation using prime factorization method with comprehensive error handling and testing.

Recommendation

APPROVE

Reasons:

  • Correct implementation of GCD calculation using prime factorization
  • Comprehensive test coverage including edge cases
  • Proper error handling for various input scenarios
  • Code organized in correct directory structure

Unmet Requirements

All requirements met

Tests

Failed Tests

No failing tests

Missing Test Cases

No missing test cases identified

Action Items

No action items required

Signatures

Staking Key

AEghvdqmRtc3fjKXfNTMJJ6WshksgWuJ9YBExgsZu8cN: HSAadduMSoW2PtfxbascRWQarU8gANikz5ZYHUy2BQKmh9jGbnp9ALUhPNjV89EKVgi734RUExZeqqrwigByzmsFnKS9Bxjew2uZsQH8SFZNcXcxEVfZCAoMapTb6q8wQFUtwi4fqXQKuKZGmwmQaooeVqKVg27aTG1gjQdKvpzGHACfDvUY3K3nXmDKDpVwVfhDkbKsPZ6q5peK6zRoNVrPQy9zvsCwkx8UHQmUBhpL7uEYBmhb7UG4KXyuWjo35HERiFkJALwtQkHdE

Public Key

AwXAtX7tMhL4JyB8NfXdsrqc1UifaMyap3c9bpN9RMse: Z2gZPgci5mFKTGWnqXRfppZGpKmjZQqN47x1753KBosJ2bvFXSf5Dj76jh5caU3z7zdHyXySVHrBc1A9eegaxLYH6jjjnMGZb9ac7mApzBJwwRYiXWsPHkBSYaA2LQWVMtE3ye5uk11dt8haZhgQLQuCadqTfdp2w6AByBmiiXmR6EDsZEyB9hDMp4PKH3uNjvWwBvFKSrtBx44J67BKiho8QqidDrpbuGDimeo82YqGHjAoEGSfgeKQZed9DGH1NLgEi2qjRgEQNNvBE

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