Digital signatures are essential for maintaining the security of electronic communications, utilizing cryptographic key pairs to verify authenticity and integrity. They leverage hash functions like SHA-256 for creating a unique document fingerprint, which is encrypted with a private key. This process, supported by Public Key Infrastructure (PKI) and legal frameworks, ensures non-repudiation and content integrity, offering advantages over traditional signatures. Prime numbers and algorithms like DSA play a crucial role in the underlying cryptography.
Show More
Digital signatures use cryptographic key pairs to act as a tamper-evident seal on electronic data, ensuring authenticity and integrity
Hash Function
A hash function, such as SHA-256, is used to create a unique digital fingerprint of the document, which is then encrypted with the signer's private key to create the signature
Reliability of the Process
The reliability of the process depends on the properties of the hash function, such as SHA-256, which ensures even the smallest changes to the document can be detected
Digital signatures offer superior security, efficiency, and legal validity compared to traditional paper-based signatures
PKI links a signer's identity to their public key, providing a secure way to verify digital signatures
International laws and regulations have standardized the use of digital signatures in electronic transactions and communications, enhancing their legal standing and trustworthiness
Prime numbers are used in cryptographic algorithms, such as RSA, to generate the public and private keys that secure digital signatures
DSA is a specific algorithm designed for the signing and verification of digital signatures
SHA-256, created by the National Security Agency (NSA), is a critical hash function used to ensure the integrity of digital signatures
The verification process relies on cryptographic hash functions, such as SHA-256, to confirm the authenticity and integrity of digital signatures