
RSA encryption is a public key cryptographic algorithm used to secure data transmission and verify digital identities using two mathematically linked keys. A public key is shared openly and is used for encryption or signature verification, while a private key is kept confidential and is used for decryption or digital signing.
The model is often explained as a transparent lock and a personal key. Anyone can place data inside the lock using the public key, but only the holder of the private key can open it. This mechanism allows secure communication between unknown parties and forms a foundational layer of modern internet security, including HTTPS, digital certificates, and enterprise authentication systems.
RSA was first publicly described in 1977 by Ron Rivest, Adi Shamir, and Leonard Adleman, and despite newer cryptographic schemes, it remains widely deployed in traditional infrastructure as of 2025.
RSA encryption plays a critical supporting role in Web3 and traditional internet infrastructure. While it is not used to generate on-chain transaction signatures, it is essential for securing identity verification, login flows, API authentication, and encrypted communication channels between users and platforms.
When users access trading platforms through a web browser, HTTPS relies on RSA signed certificates to authenticate the website’s identity. This prevents man in the middle attacks and ensures that login credentials, two factor authentication codes, and API keys cannot be intercepted during transmission.
On Gate’s website and API endpoints, Transport Layer Security uses digital certificates to verify server authenticity. After identity verification, symmetric encryption algorithms are used for high speed data transfer.
As of 2025, RSA key sizes of 2048 bits remain acceptable for general use, while 3072 bits or higher are recommended for high assurance environments. These thresholds align with current NIST cryptographic strength guidance.
RSA security is based on the computational difficulty of factoring a very large composite number into its original prime factors. While multiplying two large primes is easy, reversing the process is computationally infeasible with classical computers when key sizes are sufficiently large.
The core process includes the following steps.
RSA supports two distinct cryptographic functions.
Encryption is typically used for protecting credentials and secrets in transit, while signing is used for identity verification and trust establishment.
Within HTTPS, RSA encryption is primarily responsible for identity verification and certificate trust. It is not used to encrypt bulk data directly.
Step 1. When a browser connects to Gate, it validates the server’s certificate chain and domain name using trusted root certificate authorities. Certificate signatures are commonly protected by RSA or elliptic curve algorithms.
Step 2. The browser and server establish a shared session key. In TLS 1.3, this process typically uses elliptic curve Diffie Hellman ephemeral key exchange rather than RSA key transport.
Step 3. Once the secure session is established, symmetric encryption protects all transmitted data, including passwords, verification codes, and API credentials.
This design separates identity assurance from data confidentiality. RSA establishes trust, while symmetric encryption ensures efficient and secure data transmission.
RSA keys are generated using cryptographically secure random number generators and standardized algorithms.
Step 1. Generate a private key, which must be stored securely and never shared.
Step 2. Derive the corresponding public key, which can be distributed freely.
Step 3. Apply secure padding schemes. Modern implementations use OAEP for encryption and PSS for signatures to prevent structural attacks.
Step 4. Use the key pair for encryption, decryption, signing, or verification as required.
Common command line tools such as OpenSSL are frequently used for key management in infrastructure environments.
RSA and elliptic curve cryptography are both asymmetric systems, but they differ significantly in efficiency and deployment.
| Aspect | RSA Encryption | Elliptic Curve Cryptography |
|---|---|---|
| Key size | 2048 to 3072 bits for modern security | 256 bits for comparable security |
| Performance | Slower and larger signatures | Faster and smaller signatures |
| Primary usage | TLS certificates, email security, enterprise systems | Blockchain transactions and wallet signatures |
As of 2025, Bitcoin uses ECDSA, Ethereum uses ECDSA, and Solana uses Ed25519 for on-chain operations. RSA remains dominant in traditional certificate based infrastructure.
RSA security depends heavily on correct implementation and operational discipline.
RSA encryption enables secure identity verification and trusted key exchange by separating public disclosure from private control. It is foundational to HTTPS, API security, and certificate based authentication across Web2 and Web3 platforms. While on-chain cryptography favors elliptic curve algorithms, RSA remains indispensable for infrastructure security, including systems used by Gate.
Proper key management, sufficient key length, secure padding, and disciplined operational practices are essential for maintaining RSA security.
RSA encryption is an asymmetric cryptographic system used primarily for secure communication and identity verification. In cryptocurrency ecosystems, RSA is not used to sign blockchain transactions, but it is used in web infrastructure, exchange logins, API authentication, and certificate security surrounding crypto platforms.
The public key can be shared freely and is used for encryption or verification. The private key must remain secret and is used for decryption or signing. Private keys should be stored offline or in secure hardware such as a hardware wallet or a paper wallet.
Blockchain wallets do not use RSA for transaction signing. RSA based systems are mathematically secure when implemented correctly. Security failures typically result from phishing, malware, or poor key handling rather than cryptographic weaknesses.
RSA relies on integer factorization, while elliptic curve cryptography relies on discrete logarithm problems. Elliptic curve systems offer equivalent security with much smaller keys, making them more efficient for blockchain transactions.
Gate uses RSA based certificates to authenticate secure connections and protect login channels. Combined with TLS encryption, two factor authentication, and anti phishing measures, this prevents credential interception and unauthorized account access during trading activities.


