Binary Quadratic Forms

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Focusing on algorithmic challenges related to binary quadratic forms, this book explores both classical and modern theories that provide solutions to these problems, with implications for cryptography. It highlights the evolution of number theory from historical figures like Euler and Gauss to contemporary computational methods. The text emphasizes the significance of algorithms in understanding and efficiently solving complex mathematical issues, particularly in the context of public-key cryptography, where the complexity of problems is crucial for security.