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The most secure encryption algorithm in the world is worthless if its keys are mishandled. AES-256 provides theoretically unbreakable encryption, but if the key is stored in plaintext in a configuration file, posted in a Git repository, or generated from a predictable source, the security collapses entirely.
Key management is where cryptographic theory meets operational reality. It encompasses every aspect of handling cryptographic keys throughout their lifecycle:
History shows that cryptographic failures almost always stem from key management weaknesses, not algorithm flaws. The Debian OpenSSL vulnerability (2008) produced predictable keys due to a broken random number generator. The Target breach (2013) originated from stolen credentials (keys). The countless "exposed AWS keys" incidents result from keys committed to source control. Understanding key management is essential for building systems that are secure not just in theory, but in practice.
By the end of this page, you will understand the key lifecycle and its security implications, master key generation and entropy requirements, comprehend key storage options from software to HSMs, recognize key derivation functions and their applications, understand how operating systems manage cryptographic keys, and apply best practices for key rotation and secure destruction.
Every cryptographic key passes through distinct phases, each with specific security requirements and potential vulnerabilities.
Phase 1: Generation
Keys must be generated with sufficient entropy (randomness). A 256-bit key that can be predicted or has patterns provides far less than 256 bits of security. Proper key generation requires:
Phase 2: Storage
Keys at rest must be protected from unauthorized access. Storage options range from software keystores (encrypted files) to Hardware Security Modules (HSMs). The storage mechanism must protect against:
Phase 3: Distribution
Keys must reach authorized parties without interception. Methods include:
| Phase | Primary Threat | Protection Mechanism | Failure Example |
|---|---|---|---|
| Generation | Weak randomness | Hardware RNG, proper CSPRNG | Debian OpenSSL (predictable keys) |
| Storage | Unauthorized access | Encryption, HSMs, access control | Plaintext keys in Git repos |
| Distribution | Interception | Key agreement, encryption | MITM on unauth. key exchange |
| Usage | Misuse, side channels | API restrictions, auditing | Using encryption key for signing |
| Rotation | Extended exposure | Automatic rotation policies | Years-old, never-rotated keys |
| Destruction | Recovery of deleted keys | Secure erasure, crypto shredding | Keys recoverable from old disks |
Phase 4: Usage
Keys in use are vulnerable to extraction and misuse. Controls include:
Phase 5: Rotation
Keys should be replaced before compromise or cryptographic weakness:
Phase 6: Destruction
When keys expire or are replaced, they must be destroyed irrecoverably:
Security is determined by the weakest point in the lifecycle. A key generated securely, stored in an HSM, but distributed over unencrypted email is as insecure as plaintext. Every phase must meet the security requirements for the key's purpose.
A cryptographic key's strength depends entirely on its randomness. A 256-bit key generated from a predictable source (like the current time) might have only 32 bits of effective entropy, reducing the attack space by a factor of 2^224.
Entropy Sources:
Operating systems collect entropy from hardware and environmental sources:
Cryptographically Secure PRNGs (CSPRNGs):
Raw entropy is processed through CSPRNGs to produce uniform, unpredictable output:
Examples:
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// Proper Key Generation // === Using System CSPRNG === // Linux/Unix - read from kernel RNGfunction generate_key_linux(bytes): file = open("/dev/urandom", "rb") key = file.read(bytes) file.close() return key // Modern Linux - use getrandom() syscallfunction generate_key_getrandom(bytes): key = getrandom(bytes, GRND_RANDOM) // Blocks until enough entropy return key // Windows - CryptoAPI or CNGfunction generate_key_windows(bytes): BCryptGenRandom(NULL, buffer, bytes, BCRYPT_USE_SYSTEM_PREFERRED_RNG) return buffer // Cross-platform - libsodiumfunction generate_key_libsodium(bytes): key = sodium_malloc(bytes) // Secure allocation randombytes_buf(key, bytes) // Fill from CSPRNG return key // === WRONG WAY (NEVER DO THIS) === // DO NOT use:// - time() or gettimeofday() as seed// - rand() or srand() (not cryptographic)// - Math.random() in browser JavaScript (not cryptographic)// - /dev/random on modern Linux (urandom is sufficient, random can block)// - Any predictable or low-entropy source // Bad example:function BAD_generate_key(bytes): srand(time(NULL)) // Only 32 bits of entropy at most! key = [] for i in range(bytes): key.append(rand() % 256) return key // COMPLETELY BROKENIn 2006, a Debian developer "fixed" a compiler warning in OpenSSL by removing code that added entropy. For two years (2006-2008), every key generated by Debian systems came from only 32,767 possible values. All affected SSH keys, SSL certificates, and other keys had to be revoked and regenerated. This affected potentially millions of systems and demonstrated how critical proper entropy is.
Key Derivation Functions transform input keying material (possibly non-uniform) into cryptographically strong keys suitable for specific purposes. They serve several essential functions:
1. Extracting keys from non-uniform inputs:
Diffie-Hellman produces a shared secret that's not uniformly distributed. Password-based keys have low entropy. KDFs process these inputs into proper keys.
2. Deriving multiple keys from one master:
From a single master key, derive separate encryption, authentication, and IV generation keys. This prevents key reuse and limits compromise scope.
3. Password-based key derivation:
Transform human-memorable passwords into encryption keys for disk encryption, etc. Requires intentional slowness to resist brute force.
Major KDFs:
HKDF (HMAC-based KDF)
The standard extract-and-expand KDF for protocol key derivation:
// Extract: create uniform pseudorandom key
PRK = HMAC-Hash(salt, input_keying_material)
// Expand: generate output key material
OKM = HMAC-Hash(PRK, info || 0x01) ||
HMAC-Hash(PRK, T1 || info || 0x02) || ...
Used in TLS 1.3, Signal Protocol, and countless other protocols.
| KDF | Purpose | Speed | Use Case |
|---|---|---|---|
| HKDF | Protocol key derivation | Fast | TLS, Signal: deriving session keys |
| PBKDF2 | Password-based key derivation | Configurable (slow) | LUKS disk encryption, WPA2 |
| scrypt | Password-based, memory-hard | Slow, memory-intensive | Cryptocurrency wallets |
| Argon2 | Password-based, modern | Configurable (slow) | Password hashing, disk encryption |
| bcrypt | Password hashing | Slow | User password storage |
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// Key Derivation Function Usage // === HKDF: Deriving Protocol Keys ===function derive_session_keys(shared_secret, salt, context): // Extract phase prk = HKDF_Extract(salt, shared_secret) // Expand phase - derive multiple keys with distinct info strings encryption_key = HKDF_Expand(prk, "encryption", 32) // 256 bits mac_key = HKDF_Expand(prk, "authentication", 32) iv = HKDF_Expand(prk, "iv", 12) // 96 bits for AES-GCM return (encryption_key, mac_key, iv) // === Argon2: Password-Based Key Derivation ===function derive_disk_encryption_key(password, salt): // Argon2id parameters for disk encryption // Tune for ~1 second on target hardware memory_cost = 1 << 20 // 1 GB RAM time_cost = 4 // 4 iterations parallelism = 4 // 4 threads key_length = 32 // 256-bit key key = argon2id( password, salt, memory_cost, time_cost, parallelism, key_length ) return key // TLS 1.3 Key Schedule (uses HKDF extensively)function tls13_derive_keys(shared_secret): early_secret = HKDF_Extract(salt=0, IKM=0) handshake_secret = HKDF_Extract( salt=derive_secret(early_secret, "derived", ""), IKM=shared_secret ) master_secret = HKDF_Extract( salt=derive_secret(handshake_secret, "derived", ""), IKM=0 ) // Derive client/server write keys, IVs from master_secret // ...Use HKDF when deriving keys from high-entropy sources (DH shared secrets, random master keys). Use Argon2id when deriving keys from low-entropy sources (passwords, passphrases). Use bcrypt for password verification only (not key derivation). Never use a plain hash (SHA-256(password)) for password-based keys—it's too fast.
Where and how keys are stored fundamentally determines their security. Storage options range from software solutions to dedicated hardware, each with different security properties and cost trade-offs.
Software Key Stores:
Keys encrypted and stored in files or databases:
Software storage is vulnerable to:
Secure Enclaves:
CPU-protected memory regions inaccessible to the OS:
Provide protection even if OS is compromised, but vulnerable to side-channel attacks (Spectre, etc.).
| Storage Type | Security Level | Cost | Key Extraction | Use Case |
|---|---|---|---|---|
| Plaintext files | Very Low | Free | Trivial | Never for production |
| Encrypted files | Low-Medium | Free | Password attack | Development, low-value secrets |
| OS keystore | Medium | Free | Admin access | User credentials, certificates |
| Secure Enclave | Medium-High | Hardware | Side-channel attacks | Device keys, biometrics |
| TPM | High | $5-50 | Difficult (bound to device) | Disk encryption keys, secure boot |
| HSM | Very High | $1000+ | Nearly impossible | CA keys, financial systems |
Trusted Platform Module (TPM):
A dedicated security chip providing:
TPMs are ubiquitous in modern PCs and are used for:
Hardware Security Modules (HSMs):
Dedicated cryptographic processors with:
Used for CA root keys, banking systems, code signing, and any key whose compromise would be catastrophic.
Cloud providers offer managed HSMs and key management: AWS KMS, Google Cloud KMS, Azure Key Vault. These provide many HSM benefits (key never exposed) with easier operations. Keys can be customer-managed (uploaded) or cloud-generated. Consider data residency requirements and trust model when choosing.
Each major operating system provides built-in key storage facilities with varying security properties.
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# Operating System Key Storage Examples # === Linux Kernel Keyring ===# Add a key to session keyringkeyctl add user mykey "secret_data" @s# View session keyringkeyctl show @s# Read a keykeyctl print <key_id># Set key timeout (auto-expire)keyctl timeout <key_id> 3600 # === Linux Secret Service (via secret-tool) ===# Store a secretsecret-tool store --label='API Key' service myapp username admin# Retrieve a secretsecret-tool lookup service myapp username admin # === macOS Keychain ===# Add password to keychainsecurity add-generic-password -s "service_name" -a "account" -w "password"# Find and show passwordsecurity find-generic-password -s "service_name" -a "account" -w# List keychainssecurity list-keychains # === Windows Certificate Store ===# Import certificate (PowerShell)Import-Certificate -FilePath "cert.cer" -CertStoreLocation Cert:\CurrentUser\My# List certificatesGet-ChildItem -Path Cert:\CurrentUser\My# Export certificate (with private key requires proper rights)Export-PfxCertificate -Cert $cert -FilePath "export.pfx" -Password $pwd # === TPM Key Sealing (Linux tpm2-tools) ===# Create key sealed to current PCR valuestpm2_create -C primary.ctx -u sealed.pub -r sealed.priv -i secret.txt# Unseal (only works with same PCR values)tpm2_unseal -c key.ctx -o unsealed.txtNEVER store keys in plaintext config files, source code, or environment variables (exposed in process lists). NEVER commit keys to Git repositories (they persist in history). NEVER hardcode keys in binaries (easily extracted with strings). ALWAYS use the appropriate keystore for your platform, or a proper secrets management system (HashiCorp Vault, etc.).
Getting keys to authorized parties securely is one of the oldest problems in cryptography. Modern solutions combine multiple approaches.
Key Agreement Protocols:
Parties derive a shared secret without transmitting it:
Key Encapsulation:
Encrypt keys with recipient's public key:
Key Wrapping:
Encrypt keys with other keys for storage/transit:
| Method | Mechanism | Security Property | Use Case |
|---|---|---|---|
| Pre-shared key | Out-of-band delivery | Symmetric, requires secure channel | VPN, WPA2-PSK |
| Public key encryption | Encrypt to recipient's pubkey | Requires authentic public key | Email (PGP/S/MIME) |
| Key agreement (DH) | Compute shared secret | Forward secrecy (ephemeral) | TLS, Signal |
| Key server | Retrieve keys from trusted server | Server must be trusted | Kerberos, enterprise PKI |
| Web of Trust | Keys signed by peers | Decentralized trust | PGP network |
| Certificate Authority | Trusted third party signs | Centralized trust | TLS/SSL |
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// Key Distribution Patterns // === Pattern 1: Key Hierarchy ===// Used in disk encryption, database encryption, cloud KMS function setup_key_hierarchy(): // Level 0: Key Encryption Key (KEK) - stored in HSM or protected storage kek = generate_key(256) store_in_hsm(kek, key_id="master") // Level 1: Data Encryption Keys (DEK) - wrapped by KEK dek1 = generate_key(256) wrapped_dek1 = aes_key_wrap(kek, dek1) store_in_database(wrapped_dek1, table="keys", prefix="table_customers") // To encrypt data: dek = aes_key_unwrap(kek, wrapped_dek1) ciphertext = encrypt(dek, data) // === Pattern 2: TLS Key Exchange (Simplified) ===function tls13_key_exchange(client, server): // Client generates ephemeral ECDHE key pair client_private = generate_ecdhe_key() client_public = derive_public(client_private) // Server generates ephemeral ECDHE key pair server_private = generate_ecdhe_key() server_public = derive_public(server_private) // Exchange public values (signed by server's long-term key) // ... // Both compute same shared secret shared_secret = ecdh(client_private, server_public) = ecdh(server_private, client_public) // Derive session keys using HKDF (client_key, server_key, client_iv, server_iv) = hkdf_derive_keys(shared_secret, transcript_hash) return handshake_complete // === Pattern 3: Envelope Encryption (Cloud) ===function envelope_encrypt(data, kms_key_id): // Request fresh DEK from KMS (plaintext_dek, encrypted_dek) = kms_generate_data_key(kms_key_id) // Encrypt data with DEK ciphertext = aes_gcm_encrypt(plaintext_dek, data) // Immediately erase plaintext DEK secure_zero(plaintext_dek) // Store encrypted DEK alongside ciphertext return (encrypted_dek, ciphertext)Envelope encryption is the standard pattern for data-at-rest encryption. Generate a random Data Encryption Key (DEK) for each object. Encrypt the data with the DEK. Encrypt the DEK with a Key Encryption Key (KEK) stored securely (HSM/KMS). Store encrypted DEK with encrypted data. This allows key rotation (re-wrap DEKs with new KEK) without re-encrypting all data.
Keys should not be used indefinitely. Key rotation replaces keys periodically; key destruction ensures old keys cannot be recovered.
Why Rotate Keys?
Rotation Strategies:
| Key Type | Originator Usage | Recipient Usage | Notes |
|---|---|---|---|
| Symmetric encryption | 1-2 years | Decryption lifetime | Data key for encryption |
| Symmetric auth (MAC) | 1-2 years | Same as originator | Message authentication |
| Asymmetric signature | 1-3 years | Verification longer | Signing private key |
| Asymmetric key transport | 1-2 years | Decryption lifetime | RSA encryption key |
| Root CA key | 10-20 years | Certificate lifetime | Highest protection required |
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// Key Rotation Patterns // === Pattern 1: Key Versioning ===// Store multiple key versions, encrypt with latest, decrypt with anyclass VersionedKeystore: def get_current_key(): return keys[current_version] def get_key(version): return keys[version] def rotate(): new_key = generate_key() current_version += 1 keys[current_version] = new_key schedule_old_key_deletion(current_version - 2) // Encryption includes versionfunction encrypt_with_version(data): key, version = keystore.get_current_key() ciphertext = encrypt(key, data) return (version, ciphertext) // Decryption uses stored versionfunction decrypt_with_version(version, ciphertext): key = keystore.get_key(version) return decrypt(key, ciphertext) // === Secure Key Destruction ===function destroy_key_secure(key): // 1. Overwrite memory with zeros for i in range(len(key)): key[i] = 0 // 2. Overwrite with random (defense in depth) random_bytes = generate_random(len(key)) for i in range(len(key)): key[i] = random_bytes[i] // 3. Zeroise again for i in range(len(key)): key[i] = 0 // 4. Memory barrier to prevent optimizer removing memory_barrier() // 5. Free memory (may be reallocated) // Note: SSD/swap may retain copies - use mlock() and secure memory // === Crypto Shredding ===// Delete the key to make all encrypted data unrecoverablefunction crypto_shred(key_id): // Remove key from all storage locations keystore.delete(key_id) hsm.destroy_key(key_id) backup.purge_key(key_id) // All data encrypted with this key is now unrecoverable // Much faster than securely erasing terabytes of dataCrypto shredding is an elegant approach to data destruction: instead of securely erasing terabytes of data, destroy the encryption key. The encrypted data becomes cryptographically unrecoverable. This is faster, more reliable, and works even when you can't access the storage (cloud, distributed systems). Requires proper key management—the key must be the only way to decrypt.
We've explored the complete lifecycle of cryptographic key management—from generation to destruction—and the operational practices that determine whether cryptographic security is achieved in practice.
Module Complete: Cryptography Basics
With this page, you've completed the Cryptography Basics module. You now understand:
These cryptographic primitives are the building blocks of operating system security—protecting data at rest (disk encryption), data in transit (TLS), code authenticity (signatures), and user credentials (password hashing). Understanding them deeply enables you to design, implement, and audit secure systems.
You now understand cryptographic key management—the operational practices that determine whether mathematically secure cryptography provides security in the real world. This knowledge is essential for implementing disk encryption, secure boot, credential management, and any system that relies on cryptographic secrets.