Large integer compression and secure encoding using self-power decomposition
Project description
SelfPowerDecomposer
A Python package for large integer compression and secure encoding using self-power decomposition.
Description
SelfPowerDecomposer provides tools for compressing large integers using a novel approach based on self-power decomposition. It offers both standard compression and secure encoding options.
Features
- Efficient compression of large integers
- Secure encoding with key-based protection
- Binary file I/O utilities
- Various encoding/decoding utilities (delta, RLE, zigzag, varint)
Installation
pip install selfpowerdecomposer
Usage
Basic Compression
import selfpowerdecomposer
# Compress a large number
large_number = 123456789012345678901234567890
encoded_data = selfpowerdecomposer.encode_number(large_number)
# Decompress back to the original number
decoded_number = selfpowerdecomposer.decode_number(encoded_data)
print(f"Original: {large_number}")
print(f"Encoded size: {len(encoded_data)} bytes")
print(f"Decoded: {decoded_number}")
print(f"Match: {large_number == decoded_number}")
Secure Encoding
import selfpowerdecomposer
import random
# Generate a large number
large_number = 123456789012345678901234567890
# Securely encode with removed values (no placeholders)
encoded_data, removed_info = selfpowerdecomposer.secure_encode_number_no_placeholder(
large_number,
removal_count=5
)
# Save the removed info (this would be your "key")
selfpowerdecomposer.save_removed_info_no_placeholder(removed_info, "key.bin")
# Later, to decode:
removed_info = selfpowerdecomposer.load_removed_info_no_placeholder("key.bin")
decoded_number = selfpowerdecomposer.secure_decode_number_no_placeholder(encoded_data, removed_info)
print(f"Original: {large_number}")
print(f"Decoded: {decoded_number}")
print(f"Match: {large_number == decoded_number}")
Requirements
- Python 3.6+
- gmpy2
- numpy
- matplotlib (optional, for visualization)
License
MIT License
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