HKDF v1.0.0

HMAC-based Extract-and-Expand Key Derivation Function (HKDF) for crystal lang

HMAC-based Extract-and-Expand Key Derivation Function (HKDF)

HKDF is designed to be a relatively straightforward way to derive keys from one or more pieces of input data.

HKDF follows the "extract-then-expand" paradigm, where it extracts a fixed-size key from the input (possibly randomizing it in the process), and then expands it to the desired length.

Key Derivation Function (KDF) Overview

A Key Derivation Function is used to derive cryptographic keys from secret values such as passwords or other keys. The derived keys can then be used for various cryptographic purposes, such as encryption or authentication.

A primary use case of KDFs is to take non-uniformly distributed secret data (like user passwords) and produce a uniformly distributed secret key. KDFs can also be used to derive multiple keys from a single secret value, allowing for keys with different purposes to be generated from a single source.

HKDF, in particular, follows the "extract-then-expand" paradigm:

  1. Extract: Take any input of potentially any length and produce a fixed-size pseudorandom key from it.
  2. Expand: Take the aforementioned key and produce one or more keys of the desired length.

Installation

  1. Add the dependency to your shard.yml:

    dependencies:
      hkdf:
        github: spider-gazelle/hkdf
    
  2. Run shards install

Usage

require "hkdf"
require "random"

# Extract phase
salt = Random.new.random_bytes(16)
ikm = "input key material".to_slice # Your input key material
prk = HKDF.extract(salt, ikm)

# Expand phase
info = "some context".to_slice # Optional context and application-specific information
length = 32 # Desired length of the output keying material
okm = HKDF.expand(prk, info, length)

# Combined HKDF Extract-and-Expand
derived_key = HKDF.derive_key(salt, ikm, info, length)
derived_key == okm

Contributors

Repository

HKDF

Owner
Statistic
  • 1
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  • 0
  • 1
  • 0
  • 7 months ago
  • October 12, 2023
License

MIT License

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Fri, 17 May 2024 16:57:09 GMT

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