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Public Key Accelerator IP

Public key cryptography, or asymmetric cryptography, uses mathematical functions to create codes that are exceptionally difficult to crack, enabling designers to protect sensitive data and systems. Common public key algorithms include RSA, Digital Signature Algorithm (DSA), and Diffie-Hellman (DH), which require the calculation of complex modular exponentiation operations to encrypt, decrypt, sign, and verify data used in data encryption, digital signatures, and key exchanges. Similarly, the Elliptic Curve Cryptography (ECC) based algorithms require complex mathematical operations, such as point multiplications, and are designed to support devices with limited computing power or memory to encrypt internet traffic.

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Compare 71 Public Key Accelerator IP from 19 vendors (1 - 10)
  • Public Key Accelerator
    • Modular exponentiation operations with up to 4096-bit modulus
    • Prime field ECC operations with up to 571-bit modulus
    • Fastest implementation is 58 kGE and 68 Op/s for 2048-bit RSA, 431 Op/s for 1024-bit RSA, 150 Op/s for 384-bit scalar multiplication
    • Smallest implementation is 33 kGE and 67 Op/s for 1024-bit RSA, 24 Op/s for 384-bit scalar multiplication
    Block Diagram -- Public Key Accelerator
  • CRYSTALS Dilithium core for accelerating NIST FIPS 204 Module Lattice Digital Signature algorithm
    • Hardware core for accelerating the high-level operations specified in the NIST FIPS 204 standard.
    Block Diagram -- CRYSTALS Dilithium core for accelerating NIST FIPS 204 Module Lattice Digital Signature algorithm
  • PQC CRYSTALS core for accelerating NIST FIPS 202 FIPS 203 and FIPS 204
    • eSi-Crystals is a hardware core for accelerating the high-level operations specified in the NIST FIPS 202, FIPS 203 and FIPS 204 standards.
    • It supports the Cryptographic Suite for Algebraic Lattices (CRYSTALS), it is lattice-based digital signature algorithm designed to withstand attacks from quantum computers, placing it in the category of post-quantum cryptography (PQC). 
    Block Diagram -- PQC CRYSTALS core for accelerating NIST FIPS 202 FIPS 203 and FIPS 204
  • ECC7 Elliptic Curve Processor for Prime NIST Curves
    • Elliptic Curve Cryptography (ECC) is a public-key cryptographic technology that uses the mathematics of so called “elliptic curves” and it is a part of the “Suite B” of cryptographic algorithms approved by the NSA.
    • The design is fully synchronous, with the exception of the seed part, and available in both source and netlist form.
    • The core is supplied as portable Verilog (VHDL version available) thus allowing customers to carry out an internal code review to ensure its security.
    Block Diagram -- ECC7 Elliptic Curve Processor for Prime NIST Curves
  • RSA2-AHB Accelerator Core with AHB Interface
    • The core implements the exponentiation operation of the RSA cryptography Q = Pk.
    • The operands for the exponentiation: k and P as well as the modulus are programmed into the memory and the calculation is started.
    • Once the operation is complete, the result Q can be read through the AHB interface.
    Block Diagram -- RSA2-AHB Accelerator Core with AHB Interface
  • Scalable RSA and Elliptic Curve Accelerator
    • The core implements the exponentiation operation of the RSA cryptography Q = Pk.
    • The operands for the exponentiation: k and P as well as the modulus are programmed into the memory and the calculation is started.
    • Once the operation is complete, the result Q can be read through the interface.
    Block Diagram -- Scalable RSA and Elliptic Curve Accelerator
  • APB Post-Quantum Cryptography Accelerator IP Core
    • Implements ML-KEM and ML-DSA post-quantum cryptography digital signature standards. The system interface is an microprocessor slave bus (APB, AHB, AXI options are available).
    • The design is fully synchronous and requires only minimal CPU intervention due to internal microprogramming sequencer.
    Block Diagram -- APB Post-Quantum Cryptography Accelerator IP Core
  • NIST P-256/P-384 ECDH+ECDSA - Compact ECC IP Cores supporting ECDH and ECDSA on NIST P-256/P-384
    • Minimal Resource Requirements
    • Secure Architecture
    • FIPS 186-4 and SP 800-56A compliant
    Block Diagram -- NIST P-256/P-384 ECDH+ECDSA - Compact ECC IP Cores supporting ECDH and ECDSA on NIST P-256/P-384
  • Modular Exponentiation Core
    • Fully synthesisable RTL source code
    • VHDL/Verilog testbench with test vectors
    • User documentation
    Block Diagram -- Modular Exponentiation Core
  • Falcon IP Core
    • Falcon IP Core is a post-quantum digital signature algorithm (DSA).
    • It is currently under development. It is going to be compliant with Falcon specification submitted on round 3 of NIST Post-Quantum Cryptography Standardization process.
    • Additionally, Falcon IP Core will be enhanced to achieve compliance with NIST Falcon Standart when it is released. 
    Block Diagram -- Falcon IP Core
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