Erlang -- crypto

# crypto

###
Module

crypto

###
Module Summary

Crypto Functions

###
Description

This module provides a set of cryptographic functions.

Hash functions

  SHA1, SHA2
    Secure Hash Standard [FIPS PUB 180-4]
  SHA3
    SHA-3 Standard: Permutation-Based Hash and Extendable-Output Functions [FIPS PUB 202]
  BLAKE2
    BLAKE2 — fast secure hashing
  MD5
    The MD5 Message Digest Algorithm [RFC 1321]
  MD4
    The MD4 Message Digest Algorithm [RFC 1320]

MACs - Message Authentication Codes

  Hmac functions
    Keyed-Hashing for Message Authentication [RFC 2104]
  Cmac functions
    The AES-CMAC Algorithm [RFC 4493]
  POLY1305
    ChaCha20 and Poly1305 for IETF Protocols [RFC 7539]

Symmetric Ciphers

  DES, 3DES and AES
    Block Cipher Techniques [NIST]
  Blowfish
    Fast Software Encryption, Cambridge Security Workshop Proceedings (December 1993), Springer-Verlag, 1994, pp. 191-204.
  Chacha20
    ChaCha20 and Poly1305 for IETF Protocols [RFC 7539]
  Chacha20_poly1305
    ChaCha20 and Poly1305 for IETF Protocols [RFC 7539]

Modes

  ECB, CBC, CFB, OFB and CTR
    Recommendation for Block Cipher Modes of Operation: Methods and Techniques [NIST SP 800-38A]
  GCM
    Recommendation for Block Cipher Modes of Operation: Galois/Counter Mode (GCM) and GMAC [NIST SP 800-38D]
  CCM
    Recommendation for Block Cipher Modes of Operation: The CCM Mode for Authentication and Confidentiality [NIST SP 800-38C]

Asymmetric Ciphers - Public Key Techniques

  RSA
    PKCS #1: RSA Cryptography Specifications [RFC 3447]
  DSS
    Digital Signature Standard (DSS) [FIPS 186-4]
  ECDSA
    Elliptic Curve Digital Signature Algorithm [ECDSA]
  SRP
    The SRP Authentication and Key Exchange System [RFC 2945]

Note

The actual supported algorithms and features depends on their availability in the actual libcrypto used. See the crypto (App) about dependencies.

Enabling FIPS mode will also disable algorithms and features.

The CRYPTO User's Guide has more information on FIPS, Engines and Algorithm Details like key lengths.

###
Data Types

####
Ciphers

####
cipher() = cipher_no_iv() | cipher_iv() | cipher_aead()

####
cipher_no_iv() =
aes_128_ecb | aes_192_ecb | aes_256_ecb | aes_ecb |
blowfish_ecb | des_ecb | rc4

####
cipher_iv() =
aes_128_cbc | aes_192_cbc | aes_256_cbc | aes_cbc |
aes_128_ofb | aes_192_ofb | aes_256_ofb | aes_128_cfb128 |
aes_192_cfb128 | aes_256_cfb128 | aes_cfb128 | aes_128_cfb8 |
aes_192_cfb8 | aes_256_cfb8 | aes_cfb8 | aes_128_ctr |
aes_192_ctr | aes_256_ctr | aes_ctr | blowfish_cbc |
blowfish_cfb64 | blowfish_ofb64 | chacha20 | des_ede3_cbc |
des_ede3_cfb | des_cbc | des_cfb | rc2_cbc

####
cipher_aead() =
aes_128_ccm | aes_192_ccm | aes_256_ccm | aes_ccm |
aes_128_gcm | aes_192_gcm | aes_256_gcm | aes_gcm |
chacha20_poly1305

Ciphers known by the CRYPTO application.

Note that this list might be reduced if the underlying libcrypto does not support all of them.

####
crypto_opts() = boolean() | [crypto_opt()]
crypto_opt() = {encrypt, boolean()} | {padding, padding()}

Selects encryption ({encrypt,true}) or decryption ({encrypt,false}).

####
padding() = cryptolib_padding() | otp_padding()

This option handles padding in the last block. If not set, no padding is done and any bytes in the last unfilled block is silently discarded.

####
cryptolib_padding() = none | pkcs_padding

The cryptolib_padding are paddings that may be present in the underlying cryptolib linked to the Erlang/OTP crypto app.

For OpenSSL, see the OpenSSL documentation. and find EVP_CIPHER_CTX_set_padding() in cryptolib for your linked version.

####
otp_padding() = zero | random

Erlang/OTP adds a either padding of zeroes or padding with random bytes.

###
Data Types

####
Digests and hash

####
hash_algorithm() =
sha1() |
sha2() |
sha3() |
sha3_xof() |
blake2() |
ripemd160 |
compatibility_only_hash()

####
hash_xof_algorithm() = sha3_xof()

####
hmac_hash_algorithm() =
sha1() | sha2() | sha3() | compatibility_only_hash()

####
cmac_cipher_algorithm() =
aes_128_cbc | aes_192_cbc | aes_256_cbc | aes_cbc |
blowfish_cbc | des_cbc | des_ede3_cbc | rc2_cbc

####
rsa_digest_type() = sha1() | sha2() | md5 | ripemd160

####
dss_digest_type() = sha1() | sha2()

####
ecdsa_digest_type() = sha1() | sha2()

####
sha1() = sha
sha2() = sha224 | sha256 | sha384 | sha512
sha3() = sha3_224 | sha3_256 | sha3_384 | sha3_512
sha3_xof() = shake128 | shake256
blake2() = blake2b | blake2s

####
compatibility_only_hash() = md5 | md4

The compatibility_only_hash() algorithms are recommended only for compatibility with existing applications.

###
Data Types

####
Elliptic Curves

####
ec_named_curve() =
brainpoolP160r1 | brainpoolP160t1 | brainpoolP192r1 |
brainpoolP192t1 | brainpoolP224r1 | brainpoolP224t1 |
brainpoolP256r1 | brainpoolP256t1 | brainpoolP320r1 |
brainpoolP320t1 | brainpoolP384r1 | brainpoolP384t1 |
brainpoolP512r1 | brainpoolP512t1 | c2pnb163v1 | c2pnb163v2 |
c2pnb163v3 | c2pnb176v1 | c2pnb208w1 | c2pnb272w1 |
c2pnb304w1 | c2pnb368w1 | c2tnb191v1 | c2tnb191v2 |
c2tnb191v3 | c2tnb239v1 | c2tnb239v2 | c2tnb239v3 |
c2tnb359v1 | c2tnb431r1 | ipsec3 | ipsec4 | prime192v1 |
prime192v2 | prime192v3 | prime239v1 | prime239v2 |
prime239v3 | prime256v1 | secp112r1 | secp112r2 | secp128r1 |
secp128r2 | secp160k1 | secp160r1 | secp160r2 | secp192k1 |
secp192r1 | secp224k1 | secp224r1 | secp256k1 | secp256r1 |
secp384r1 | secp521r1 | sect113r1 | sect113r2 | sect131r1 |
sect131r2 | sect163k1 | sect163r1 | sect163r2 | sect193r1 |
sect193r2 | sect233k1 | sect233r1 | sect239k1 | sect283k1 |
sect283r1 | sect409k1 | sect409r1 | sect571k1 | sect571r1 |
wtls1 | wtls10 | wtls11 | wtls12 | wtls3 | wtls4 | wtls5 |
wtls6 | wtls7 | wtls8 | wtls9
edwards_curve_dh() = x25519 | x448
edwards_curve_ed() = ed25519 | ed448

Note that some curves are disabled if FIPS is enabled.

####
ec_explicit_curve() =
{Field :: ec_field(),
Curve :: ec_curve(),
BasePoint :: binary(),
Order :: binary(),
CoFactor :: none | binary()}
ec_field() = ec_prime_field() | ec_characteristic_two_field()
ec_curve() =
{A :: binary(), B :: binary(), Seed :: none | binary()}

Parametric curve definition.

####
ec_prime_field() = {prime_field, Prime :: integer()}
ec_characteristic_two_field() =
{characteristic_two_field,
M :: integer(),
Basis :: ec_basis()}
ec_basis() =
{tpbasis, K :: integer() >= 0} |
{ppbasis,
K1 :: integer() >= 0,
K2 :: integer() >= 0,
K3 :: integer() >= 0} |
onbasis

Curve definition details.

###
Data Types

####
Keys

####
key_integer() = integer() | binary()

Always binary() when used as return value

###
Data Types

####
Public/Private Keys

####
rsa_public() = [key_integer()]
rsa_private() = [key_integer()]
rsa_params() =
{ModulusSizeInBits :: integer(),
PublicExponent :: key_integer()}

    rsa_public() = [E, N]

    rsa_private() = [E, N, D] | [E, N, D, P1, P2, E1, E2, C]

Where E is the public exponent, N is public modulus and D is the private exponent. The longer key format contains redundant information that will make the calculation faster. P1 and P2 are first and second prime factors. E1 and E2 are first and second exponents. C is the CRT coefficient. The terminology is taken from RFC 3447.

####
dss_public() = [key_integer()]
dss_private() = [key_integer()]

    dss_public() = [P, Q, G, Y]

Where P, Q and G are the dss parameters and Y is the public key.

    dss_private() = [P, Q, G, X]

Where P, Q and G are the dss parameters and X is the private key.

####
ecdsa_public() = key_integer()
ecdsa_private() = key_integer()
ecdsa_params() = ec_named_curve() | ec_explicit_curve()

####
eddsa_public() = key_integer()
eddsa_private() = key_integer()
eddsa_params() = edwards_curve_ed()

####
srp_public() = key_integer()
srp_private() = key_integer()

    srp_public() = key_integer()

Where is A or B from SRP design

    srp_private() = key_integer()

Where is a or b from SRP design

####
srp_gen_params() =
{user, srp_user_gen_params()} | {host, srp_host_gen_params()}
srp_comp_params() =
{user, srp_user_comp_params()} |
{host, srp_host_comp_params()}

####
srp_user_gen_params() = [DerivedKey::binary(), Prime::binary(), Generator::binary(), Version::atom()]

####
srp_host_gen_params() = [Verifier::binary(), Prime::binary(), Version::atom() ]

####
srp_user_comp_params() = [DerivedKey::binary(), Prime::binary(), Generator::binary(), Version::atom() | ScramblerArg::list()]

####
srp_host_comp_params() = [Verifier::binary(), Prime::binary(), Version::atom() | ScramblerArg::list()]

Where Verifier is v, Generator is g and Prime is N, DerivedKey is X, and Scrambler is u (optional will be generated if not provided) from SRP design Version = '3' | '6' | '6a'

###
Data Types

####
Public Key Ciphers

####
pk_encrypt_decrypt_algs() = rsa

Algorithms for public key encrypt/decrypt. Only RSA is supported.

####
pk_encrypt_decrypt_opts() = [rsa_opt()] | rsa_compat_opts()
rsa_opt() =
{rsa_padding, rsa_padding()} |
{signature_md, atom()} |
{rsa_mgf1_md, sha} |
{rsa_oaep_label, binary()} |
{rsa_oaep_md, sha}
rsa_padding() =
rsa_pkcs1_padding | rsa_pkcs1_oaep_padding |
rsa_sslv23_padding | rsa_x931_padding | rsa_no_padding

Options for public key encrypt/decrypt. Only RSA is supported.

Warning

The RSA options are experimental.

The exact set of options and there syntax may be changed without prior notice.

####
rsa_compat_opts() = [{rsa_pad, rsa_padding()}] | rsa_padding()

Those option forms are kept only for compatibility and should not be used in new code.

###
Data Types

####
Public Key Sign and Verify

####
pk_sign_verify_algs() = rsa | dss | ecdsa | eddsa

Algorithms for sign and verify.

####
pk_sign_verify_opts() = [rsa_sign_verify_opt()]
rsa_sign_verify_opt() =
{rsa_padding, rsa_sign_verify_padding()} |
{rsa_pss_saltlen, integer()} |
{rsa_mgf1_md, sha2()}
rsa_sign_verify_padding() =
rsa_pkcs1_padding | rsa_pkcs1_pss_padding | rsa_x931_padding |
rsa_no_padding

Options for sign and verify.

Warning

The RSA options are experimental.

The exact set of options and there syntax may be changed without prior notice.

###
Data Types

####
Diffie-Hellman Keys and parameters

####
dh_public() = key_integer()
dh_private() = key_integer()

####
dh_params() = [key_integer()]

    dh_params() = [P, G] | [P, G, PrivateKeyBitLength]

####
ecdh_public() = key_integer()
ecdh_private() = key_integer()
ecdh_params() =
ec_named_curve() | edwards_curve_dh() | ec_explicit_curve()

###
Data Types

####
Types for Engines

####
engine_key_ref() =
#{engine := engine_ref(),
key_id := key_id(),
password => password(),
term() => term()}
engine_ref() = term()

The result of a call to engine_load/3.

####
key_id() = string() | binary()

Identifies the key to be used. The format depends on the loaded engine. It is passed to the ENGINE_load_(private|public)_key functions in libcrypto.

####
password() = string() | binary()

The password of the key stored in an engine.

####
engine_method_type() =
engine_method_rsa | engine_method_dsa | engine_method_dh |
engine_method_rand | engine_method_ecdh |
engine_method_ecdsa | engine_method_ciphers |
engine_method_digests | engine_method_store |
engine_method_pkey_meths | engine_method_pkey_asn1_meths |
engine_method_ec

####
engine_cmnd() = {unicode:chardata(), unicode:chardata()}

Pre and Post commands for engine_load/3 and /4.

###
Data Types

####
Internal data types

####
crypto_state()
hash_state()
mac_state()

Contexts with an internal state that should not be manipulated but passed between function calls.

###
Exceptions

#### Atoms - the older style

The exception error:badarg signifies that one or more arguments are of wrong data type, or are otherwise badly formed.

The exception error:notsup signifies that the algorithm is known but is not supported by current underlying libcrypto or explicitly disabled when building that.

For a list of supported algorithms, see supports(ciphers).

#### 3-tuples - the new style

The exception is:

    error:{Tag, C_FileInfo, Description}

    Tag = badarg | notsup | error
    C_FileInfo = term()    % Usually only useful for the OTP maintainer
    Description = string() % Clear text, sometimes only useful for the OTP maintainer

The exception tags are:

badarg

  Signifies that one or more arguments are of wrong data type or are otherwise badly formed.

notsup

  Signifies that the algorithm is known but is not supported by current underlying libcrypto or explicitly disabled when building that one.

error

  An error condition that should not occur, for example a memory allocation failed or the underlying cryptolib returned an error code, for example "Can't initialize context, step 1". Those text usually needs searching the C-code to be understood.

Usually there are more information in the call stack about which argument caused the exception and what the values where.

To catch the exception, use for example:

    try crypto:crypto_init(Ciph, Key, IV, true)
        catch
            error:{Tag, _C_FileInfo, Description} ->
                do_something(......)
             .....
    end

###
Exports

####
crypto_init(Cipher, Key, FlagOrOptions) -> State
OTP 22.0

### Types

Cipher = cipher_no_iv()
Key = iodata()
FlagOrOptions = crypto_opts() | boolean()
State = crypto_state()

Uses the 3-tuple style for error handling.

Equivalent to the call crypto_init(Cipher, Key, <<>>, FlagOrOptions). It is intended for ciphers without an IV (nounce).

####
crypto_init(Cipher, Key, IV, FlagOrOptions) -> State
OTP 22.0

### Types

Cipher = cipher_iv()
Key = IV = iodata()
FlagOrOptions = crypto_opts()
State = crypto_state()

Uses the 3-tuple style for error handling.

Initializes a series of encryptions or decryptions and creates an internal state with a reference that is returned.

If IV = <<>>, no IV is used. This is intended for ciphers without an IV (nounce). See crypto_init/3.

If IV = undefined, the IV must be added by calls to crypto_dyn_iv_update/3. This is intended for cases where the IV (nounce) need to be changed for each encryption and decryption. See crypto_dyn_iv_init/3.

The actual encryption or decryption is done by crypto_update/2 (or crypto_dyn_iv_update/3 ).

For encryption, set the FlagOrOptions to true or [{encrypt,true}]. For decryption, set it to false or [{encrypt,false}].

Padding could be enabled with the option {padding,Padding}. The cryptolib_padding enables pkcs_padding or no padding (none). The paddings zero or random fills the last part of the last block with zeroes or random bytes. If the last block is already full, nothing is added.

In decryption, the cryptolib_padding removes such padding, if present. The otp_padding is not removed - it has to be done elsewhere.

If padding is {padding,none} or not specified and the total data from all subsequent crypto_updates does not fill the last block fully, that last data is lost. In case of {padding,none} there will be an error in this case. If padding is not specified, the bytes of the unfilled block is silently discarded.

The actual padding is performed by crypto_final/1.

For blocksizes call cipher_info/1.

See examples in the User's Guide.

####
crypto_update(State, Data) -> Result
OTP 22.0

### Types

State = crypto_state()
Data = iodata()
Result = binary()

Uses the 3-tuple style for error handling.

It does an actual crypto operation on a part of the full text. If the part is less than a number of full blocks, only the full blocks (possibly none) are encrypted or decrypted and the remaining bytes are saved to the next crypto_update operation. The State should be created with crypto_init/3 or crypto_init/4.

See examples in the User's Guide.

####
crypto_dyn_iv_init(Cipher, Key, FlagOrOptions) -> State
OTP 22.0

### Types

Cipher = cipher_iv()
Key = iodata()
FlagOrOptions = crypto_opts() | boolean()
State = crypto_state()

Uses the 3-tuple style for error handling.

Initializes a series of encryptions or decryptions where the IV is provided later. The actual encryption or decryption is done by crypto_dyn_iv_update/3.

The function is equivalent to crypto_init(Cipher, Key, undefined, FlagOrOptions).

####
crypto_final(State) -> FinalResult
OTP 23.0

### Types

State = crypto_state()
FinalResult = binary()

Uses the 3-tuple style for error handling.

Finalizes a series of encryptions or decryptions and delivers the final bytes of the final block. The data returned from this function may be empty if no padding was enabled in crypto_init/3,4 or crypto_dyn_iv_init/3.

####
crypto_get_data(State) -> Result
OTP 23.0

### Types

State = crypto_state()
Result = map()

Uses the 3-tuple style for error handling.

Returns information about the State in the argument. The information is the form of a map, which currently contains at least:

size
  The number of bytes encrypted or decrypted so far.
padding_size
  After a call to crypto_final/1 it contains the number of bytes padded. Otherwise 0.
padding_type
  The type of the padding as provided in the call to crypto_init/3,4.
encrypt
  Is true if encryption is performed. It is false otherwise.

####
crypto_dyn_iv_update(State, Data, IV) -> Result
OTP 22.0

### Types

State = crypto_state()
Data = IV = iodata()
Result = binary()

Uses the 3-tuple style for error handling.

Do an actual crypto operation on a part of the full text and the IV is supplied for each part. The State should be created with crypto_dyn_iv_init/3.

####
crypto_one_time(Cipher, Key, Data, FlagOrOptions) -> Result
OTP 22.0

### Types

Cipher = cipher_no_iv()
Key = Data = iodata()
FlagOrOptions = crypto_opts() | boolean()
Result = binary()

Uses the 3-tuple style for error handling.

As crypto_one_time/5 but for ciphers without IVs.

####
crypto_one_time(Cipher, Key, IV, Data, FlagOrOptions) -> Result
OTP 22.0

### Types

Cipher = cipher_iv()
Key = IV = Data = iodata()
FlagOrOptions = crypto_opts() | boolean()
Result = binary()

Uses the 3-tuple style for error handling.

Do a complete encrypt or decrypt of the full text in the argument Data.

For encryption, set the FlagOrOptions to true. For decryption, set it to false. For setting other options, see crypto_init/4.

See examples in the User's Guide.

####
crypto_one_time_aead(Cipher, Key, IV, InText, AAD,
EncFlag :: true) ->
Result
OTP 22.0

####
crypto_one_time_aead(Cipher, Key, IV, InText, AAD, TagOrTagLength,
EncFlag) ->
Result
OTP 22.0

### Types

Cipher = cipher_aead()
Key = IV = InText = AAD = iodata()
TagOrTagLength = EncryptTagLength | DecryptTag
EncryptTagLength = integer() >= 0
DecryptTag = iodata()
EncFlag = boolean()
Result = EncryptResult | DecryptResult
EncryptResult = {OutCryptoText, OutTag}
DecryptResult = OutPlainText | error
OutCryptoText = OutTag = OutPlainText = binary()

Uses the 3-tuple style for error handling.

Do a complete encrypt or decrypt with an AEAD cipher of the full text.

For encryption, set the EncryptFlag to true and set the TagOrTagLength to the wanted size (in bytes) of the tag, that is, the tag length. If the default length is wanted, the crypto_aead/6 form may be used.

For decryption, set the EncryptFlag to false and put the tag to be checked in the argument TagOrTagLength.

See examples in the User's Guide.

####
supports(Type) -> Support
OTP 22.0

### Types

Type = hashs | ciphers | public_keys | macs | curves | rsa_opts
Support = Hashs | Ciphers | PKs | Macs | Curves | RSAopts
Hashs =
[sha1() |
sha2() |
sha3() |
sha3_xof() |
blake2() |
ripemd160 |
compatibility_only_hash()]
Ciphers = [cipher()]
PKs = [rsa | dss | ecdsa | dh | ecdh | eddh | ec_gf2m]
Macs = [hmac | cmac | poly1305]
Curves =
[ec_named_curve() | edwards_curve_dh() | edwards_curve_ed()]
RSAopts = [rsa_sign_verify_opt() | rsa_opt()]

Can be used to determine which crypto algorithms that are supported by the underlying libcrypto library

See hash_info/1 and cipher_info/1 for information about the hash and cipher algorithms.

####
mac(Type :: poly1305, Key, Data) -> Mac
OTP 22.1

### Types

Key = Data = iodata()
Mac = binary()

Uses the 3-tuple style for error handling.

Short for mac(Type, undefined, Key, Data).

####
mac(Type, SubType, Key, Data) -> Mac
OTP 22.1

### Types

Type = hmac | cmac | poly1305
SubType =
hmac_hash_algorithm() | cmac_cipher_algorithm() | undefined
Key = Data = iodata()
Mac = binary()

Uses the 3-tuple style for error handling.

Computes a MAC (Message Authentication Code) of type Type from Data.

SubType depends on the MAC Type:

- For hmac it is a hash algorithm, see Algorithm Details in the User's Guide.
- For cmac it is a cipher suitable for cmac, see Algorithm Details in the User's Guide.
- For poly1305 it should be set to undefined or the mac/2 function could be used instead, see Algorithm Details in the User's Guide.

Key is the authentication key with a length according to the Type and SubType. The key length could be found with the hash_info/1 (hmac) for and cipher_info/1 (cmac) functions. For poly1305 the key length is 32 bytes. Note that the cryptographic quality of the key is not checked.

The Mac result will have a default length depending on the Type and SubType. To set a shorter length, use macN/4 or macN/5 instead. The default length is documented in Algorithm Details in the User's Guide.

####
macN(Type :: poly1305, Key, Data, MacLength) -> Mac
OTP 22.1

### Types

Key = Data = iodata()
Mac = binary()
MacLength = integer() >= 1

Uses the 3-tuple style for error handling.

Short for macN(Type, undefined, Key, Data, MacLength).

####
macN(Type, SubType, Key, Data, MacLength) -> Mac
OTP 22.1

### Types

Type = hmac | cmac | poly1305
SubType =
hmac_hash_algorithm() | cmac_cipher_algorithm() | undefined
Key = Data = iodata()
Mac = binary()
MacLength = integer() >= 1

Computes a MAC (Message Authentication Code) as mac/3 and mac/4 but MacLength will limit the size of the resultant Mac to at most MacLength bytes. Note that if MacLength is greater than the actual number of bytes returned from the underlying hash, the returned hash will have that shorter length instead.

The max MacLength is documented in Algorithm Details in the User's Guide.

####
mac_init(Type :: poly1305, Key) -> State
OTP 22.1

### Types

Key = iodata()
State = mac_state()

Uses the 3-tuple style for error handling.

Short for mac_init(Type, undefined, Key).

####
mac_init(Type, SubType, Key) -> State
OTP 22.1

### Types

Type = hmac | cmac | poly1305
SubType =
hmac_hash_algorithm() | cmac_cipher_algorithm() | undefined
Key = iodata()
State = mac_state()

Uses the 3-tuple style for error handling.

Initializes the context for streaming MAC operations.

Type determines which mac algorithm to use in the MAC operation.

SubType depends on the MAC Type:

- For hmac it is a hash algorithm, see Algorithm Details in the User's Guide.
- For cmac it is a cipher suitable for cmac, see Algorithm Details in the User's Guide.
- For poly1305 it should be set to undefined or the mac/2 function could be used instead, see Algorithm Details in the User's Guide.

Key is the authentication key with a length according to the Type and SubType. The key length could be found with the hash_info/1 (hmac) for and cipher_info/1 (cmac) functions. For poly1305 the key length is 32 bytes. Note that the cryptographic quality of the key is not checked.

The returned State should be used in one or more subsequent calls to mac_update/2. The MAC value is finally returned by calling mac_final/1 or mac_finalN/2.

See examples in the User's Guide.

####
mac_update(State0, Data) -> State
OTP 22.1

### Types

Data = iodata()
State0 = State = mac_state()

Uses the 3-tuple style for error handling.

Updates the MAC represented by State0 using the given Data which could be of any length.

The State0 is the State value originally from a MAC init function, that is mac_init/2, mac_init/3 or a previous call of mac_update/2. The value State0 is returned unchanged by the function as State.

####
mac_final(State) -> Mac
OTP 22.1

### Types

State = mac_state()
Mac = binary()

Uses the 3-tuple style for error handling.

Finalizes the MAC operation referenced by State. The Mac result will have a default length depending on the Type and SubType in the mac_init/2,3 call. To set a shorter length, use mac_finalN/2 instead. The default length is documented in Algorithm Details in the User's Guide.

####
mac_finalN(State, MacLength) -> Mac
OTP 22.1

### Types

State = mac_state()
MacLength = integer() >= 1
Mac = binary()

Uses the 3-tuple style for error handling.

Finalizes the MAC operation referenced by State.

Mac will be a binary with at most MacLength bytes. Note that if MacLength is greater than the actual number of bytes returned from the underlying hash, the returned hash will have that shorter length instead.

The max MacLength is documented in Algorithm Details in the User's Guide.

####
bytes_to_integer(Bin :: binary()) -> integer()
OTP R16B01

Convert binary representation, of an integer, to an Erlang integer.

####
compute_key(Type, OthersPublicKey, MyPrivateKey, Params) ->
SharedSecret
OTP R16B01

### Types

Type = dh | ecdh | eddh | srp
SharedSecret = binary()
OthersPublicKey = dh_public() | ecdh_public() | srp_public()
MyPrivateKey =
dh_private() | ecdh_private() | {srp_public(), srp_private()}
Params = dh_params() | ecdh_params() | srp_comp_params()

Uses the 3-tuple style for error handling.

Computes the shared secret from the private key and the other party's public key. See also public_key:compute_key/2

####
exor(Bin1 :: iodata(), Bin2 :: iodata()) -> binary()

Performs bit-wise XOR (exclusive or) on the data supplied.

####
generate_key(Type, Params) -> {PublicKey, PrivKeyOut}
OTP R16B01

####
generate_key(Type, Params, PrivKeyIn) -> {PublicKey, PrivKeyOut}
OTP R16B01

### Types

Type = dh | ecdh | eddh | eddsa | rsa | srp
PublicKey =
dh_public() | ecdh_public() | rsa_public() | srp_public()
PrivKeyIn =
undefined |
dh_private() |
ecdh_private() |
rsa_private() |
{srp_public(), srp_private()}
PrivKeyOut =
dh_private() |
ecdh_private() |
rsa_private() |
{srp_public(), srp_private()}
Params =
dh_params() |
ecdh_params() |
eddsa_params() |
rsa_params() |
srp_comp_params()

Uses the 3-tuple style for error handling.

Generates a public key of type Type. See also public_key:generate_key/1.

Note

If the linked version of cryptolib is OpenSSL 3.0

- and the Type is dh (diffie-hellman)

- and the parameter P (in dh_params()) is one of the MODP groups (see RFC 3526)

- and the optional PrivateKeyBitLength parameter (in dh_params()) is present,

then the optional key length parameter must be at least 224, 256, 302, 352 and 400 for group sizes of 2048, 3072, 4096, 6144 and 8192, respectively.

Note

RSA key generation is only available if the runtime was built with dirty scheduler support. Otherwise, attempting to generate an RSA key will raise the exception error:notsup.

####
hash(Type, Data) -> Digest
OTP R15B02

### Types

Type = hash_algorithm()
Data = iodata()
Digest = binary()

Uses the 3-tuple style for error handling.

Computes a message digest of type Type from Data.

####
hash_xof(Type, Data, Length) -> Digest
OTP 26.0

### Types

Type = hash_xof_algorithm()
Data = iodata()
Length = integer() >= 0
Digest = binary()

Uses the 3-tuple style for error handling.

Computes a message digest of type Type from Data of Length for the chosen xof_algorithm.

May raise exception error:notsup in case the chosen Type is not supported by the underlying libcrypto implementation.

####
hash_init(Type) -> State
OTP R15B02

### Types

Type = hash_algorithm()
State = hash_state()

Uses the 3-tuple style for error handling.

Initializes the context for streaming hash operations. Type determines which digest to use. The returned context should be used as argument to hash_update.

####
hash_update(State, Data) -> NewState
OTP R15B02

### Types

State = NewState = hash_state()
Data = iodata()

Uses the 3-tuple style for error handling.

Updates the digest represented by Context using the given Data. Context must have been generated using hash_init or a previous call to this function. Data can be any length. NewContext must be passed into the next call to hash_update or hash_final.

####
hash_final(State) -> Digest
OTP R15B02

### Types

State = hash_state()
Digest = binary()

Uses the 3-tuple style for error handling.

Finalizes the hash operation referenced by Context returned from a previous call to hash_update. The size of Digest is determined by the type of hash function used to generate it.

####
info_fips() -> not_supported | not_enabled | enabled
OTP 20.0

Provides information about the FIPS operating status of crypto and the underlying libcrypto library. If crypto was built with FIPS support this can be either enabled (when running in FIPS mode) or not_enabled. For other builds this value is always not_supported.

See enable_fips_mode/1 about how to enable FIPS mode.

Warning

In FIPS mode all non-FIPS compliant algorithms are disabled and raise exception error:notsup. Check supports(ciphers) that in FIPS mode returns the restricted list of available algorithms.

####
enable_fips_mode(Enable) -> Result
OTP 21.1

### Types

Enable = Result = boolean()

Enables (Enable = true) or disables (Enable = false) FIPS mode. Returns true if the operation was successful or false otherwise.

Note that to enable FIPS mode successfully, OTP must be built with the configure option --enable-fips, and the underlying libcrypto must also support FIPS.

See also info_fips/0.

####
info() ->
#{compile_type := normal | debug | valgrind | asan,
cryptolib_version_compiled => string() | undefined,
cryptolib_version_linked := string(),
link_type := dynamic | static,
otp_crypto_version := string()}
OTP 24.2

Provides a map with information about the compilation and linking of crypto.

Example:

    1> crypto:info().
    #{compile_type => normal,
      cryptolib_version_compiled => "OpenSSL 3.0.0 7 sep 2021",
      cryptolib_version_linked => "OpenSSL 3.0.0 7 sep 2021",
      link_type => dynamic,
      otp_crypto_version => "5.0.2"}
    2>

More association types than documented may be present in the map.

####
info_lib() -> [{Name, VerNum, VerStr}]

### Types

Name = binary()
VerNum = integer()
VerStr = binary()

Provides the name and version of the libraries used by crypto.

Name is the name of the library. VerNum is the numeric version according to the library's own versioning scheme. VerStr contains a text variant of the version.

    > info_lib().
    [{<<"OpenSSL">>,269484095,<<"OpenSSL 1.1.0c  10 Nov 2016"">>}]

Note

From OTP R16 the numeric version represents the version of the OpenSSL header files (openssl/opensslv.h) used when crypto was compiled. The text variant represents the libcrypto library used at runtime. In earlier OTP versions both numeric and text was taken from the library.

####
hash_info(Type) -> Result
OTP 22.0

### Types

Type = hash_algorithm()
Result =
#{size := integer(),
block_size := integer(),
type := integer()}

Provides a map with information about block_size, size and possibly other properties of the hash algorithm in question.

For a list of supported hash algorithms, see supports(hashs).

####
cipher_info(Type) -> Result
OTP 22.0

### Types

Type = cipher()
Result =
#{key_length := integer(),
iv_length := integer(),
block_size := integer(),
mode := CipherModes,
type := undefined | integer(),
prop_aead := boolean()}
CipherModes =
undefined | cbc_mode | ccm_mode | cfb_mode | ctr_mode |
ecb_mode | gcm_mode | ige_mode | ocb_mode | ofb_mode |
wrap_mode | xts_mode

Provides a map with information about block_size, key_length, iv_length, aead support and possibly other properties of the cipher algorithm in question.

Note

The ciphers aes_cbc, aes_cfb8, aes_cfb128, aes_ctr, aes_ecb, aes_gcm and aes_ccm has no keylength in the Type as opposed to for example aes_128_ctr. They adapt to the length of the key provided in the encrypt and decrypt function. Therefore it is impossible to return a valid keylength in the map.

Always use a Type with an explicit key length,

For a list of supported cipher algorithms, see supports(ciphers).

####
mod_pow(N, P, M) -> Result
OTP R16B01

### Types

N = P = M = binary() | integer()
Result = binary() | error

Computes the function N^P mod M.

####
private_decrypt(Algorithm, CipherText, PrivateKey, Options) ->
PlainText
OTP R16B01

### Types

Algorithm = pk_encrypt_decrypt_algs()
CipherText = binary()
PrivateKey = rsa_private() | engine_key_ref()
Options = pk_encrypt_decrypt_opts()
PlainText = binary()

Uses the 3-tuple style for error handling.

Decrypts the CipherText, encrypted with public_encrypt/4 (or equivalent function) using the PrivateKey, and returns the plaintext (message digest). This is a low level signature verification operation used for instance by older versions of the SSL protocol. See also public_key:decrypt_private/[2,3]

####
private_encrypt(Algorithm, PlainText, PrivateKey, Options) ->
CipherText
OTP R16B01

### Types

Algorithm = pk_encrypt_decrypt_algs()
PlainText = binary()
PrivateKey = rsa_private() | engine_key_ref()
Options = pk_encrypt_decrypt_opts()
CipherText = binary()

Uses the 3-tuple style for error handling.

Encrypts the PlainText using the PrivateKey and returns the ciphertext. This is a low level signature operation used for instance by older versions of the SSL protocol. See also public_key:encrypt_private/[2,3]

####
public_decrypt(Algorithm, CipherText, PublicKey, Options) ->
PlainText
OTP R16B01

### Types

Algorithm = pk_encrypt_decrypt_algs()
CipherText = binary()
PublicKey = rsa_public() | engine_key_ref()
Options = pk_encrypt_decrypt_opts()
PlainText = binary()

Uses the 3-tuple style for error handling.

Decrypts the CipherText, encrypted with private_encrypt/4(or equivalent function) using the PrivateKey, and returns the plaintext (message digest). This is a low level signature verification operation used for instance by older versions of the SSL protocol. See also public_key:decrypt_public/[2,3]

####
public_encrypt(Algorithm, PlainText, PublicKey, Options) ->
CipherText
OTP R16B01

### Types

Algorithm = pk_encrypt_decrypt_algs()
PlainText = binary()
PublicKey = rsa_public() | engine_key_ref()
Options = pk_encrypt_decrypt_opts()
CipherText = binary()

Uses the 3-tuple style for error handling.

Encrypts the PlainText (message digest) using the PublicKey and returns the CipherText. This is a low level signature operation used for instance by older versions of the SSL protocol. See also public_key:encrypt_public/[2,3]

####
rand_seed(Seed :: binary()) -> ok
OTP 17.0

Set the seed for PRNG to the given binary. This calls the RAND_seed function from openssl. Only use this if the system you are running on does not have enough "randomness" built in. Normally this is when strong_rand_bytes/1 raises error:low_entropy

####
rand_uniform(Lo, Hi) -> N

### Types

Lo, Hi, N = integer()

Generate a random number N, Lo =< N < Hi. Uses the crypto library pseudo-random number generator. Hi must be larger than Lo.

####
start() -> ok | {error, Reason :: term()}

Equivalent to application:start(crypto).

####
stop() -> ok | {error, Reason :: term()}

Equivalent to application:stop(crypto).

####
strong_rand_bytes(N :: integer() >= 0) -> binary()
OTP R14B03

Generates N bytes randomly uniform 0..255, and returns the result in a binary. Uses a cryptographically secure prng seeded and periodically mixed with operating system provided entropy. By default this is the RAND_bytes method from OpenSSL.

May raise exception error:low_entropy in case the random generator failed due to lack of secure "randomness".

####
rand_seed() -> rand:state()
OTP 20.0

Creates state object for random number generation, in order to generate cryptographically strong random numbers (based on OpenSSL's BN_rand_range), and saves it in the process dictionary before returning it as well. See also rand:seed/1 and rand_seed_s/0.

When using the state object from this function the rand functions using it may raise exception error:low_entropy in case the random generator failed due to lack of secure "randomness".

Example

    _ = crypto:rand_seed(),
    _IntegerValue = rand:uniform(42), % [1; 42]
    _FloatValue = rand:uniform().     % [0.0; 1.0[

####
rand_seed_s() -> rand:state()
OTP 20.0

Creates state object for random number generation, in order to generate cryptographically strongly random numbers (based on OpenSSL's BN_rand_range). See also rand:seed_s/1.

When using the state object from this function the rand functions using it may raise exception error:low_entropy in case the random generator failed due to lack of secure "randomness".

Note

The state returned from this function cannot be used to get a reproducible random sequence as from the other rand functions, since reproducibility does not match cryptographically safe.

The only supported usage is to generate one distinct random sequence from this start state.

####
rand_seed_alg(Alg) -> rand:state()
OTP 21.0

### Types

Alg = crypto | crypto_cache

Creates state object for random number generation, in order to generate cryptographically strong random numbers, and saves it in the process dictionary before returning it as well. See also rand:seed/1 and rand_seed_alg_s/1.

When using the state object from this function the rand functions using it may raise exception error:low_entropy in case the random generator failed due to lack of secure "randomness".

Example

    _ = crypto:rand_seed_alg(crypto_cache),
    _IntegerValue = rand:uniform(42), % [1; 42]
    _FloatValue = rand:uniform().     % [0.0; 1.0[

####
rand_seed_alg(Alg, Seed) -> rand:state()
OTP-22.0

### Types

Alg = crypto_aes

Creates a state object for random number generation, in order to generate cryptographically unpredictable random numbers, and saves it in the process dictionary before returning it as well. See also rand_seed_alg_s/2.

Example

    _ = crypto:rand_seed_alg(crypto_aes, "my seed"),
    IntegerValue = rand:uniform(42), % [1; 42]
    FloatValue = rand:uniform(),     % [0.0; 1.0[
    _ = crypto:rand_seed_alg(crypto_aes, "my seed"),
    IntegerValue = rand:uniform(42), % Same values
    FloatValue = rand:uniform().     % again

####
rand_seed_alg_s(Alg) -> rand:state()
OTP 21.0

### Types

Alg = crypto | crypto_cache

Creates state object for random number generation, in order to generate cryptographically strongly random numbers. See also rand:seed_s/1.

If Alg is crypto this function behaves exactly like rand_seed_s/0.

If Alg is crypto_cache this function fetches random data with OpenSSL's RAND_bytes and caches it for speed using an internal word size of 56 bits that makes calculations fast on 64 bit machines.

When using the state object from this function the rand functions using it may raise exception error:low_entropy in case the random generator failed due to lack of secure "randomness".

The cache size can be changed from its default value using the crypto app's configuration parameter rand_cache_size.

When using the state object from this function the rand functions using it may throw exception low_entropy in case the random generator failed due to lack of secure "randomness".

Note

The state returned from this function cannot be used to get a reproducible random sequence as from the other rand functions, since reproducibility does not match cryptographically safe.

In fact since random data is cached some numbers may get reproduced if you try, but this is unpredictable.

The only supported usage is to generate one distinct random sequence from this start state.

####
rand_seed_alg_s(Alg, Seed) -> rand:state()
OTP 22.0

### Types

Alg = crypto_aes

Creates a state object for random number generation, in order to generate cryptographically unpredictable random numbers. See also rand_seed_alg/1.

To get a long period the Xoroshiro928 generator from the rand module is used as a counter (with period 2^928 - 1) and the generator states are scrambled through AES to create 58-bit pseudo random values.

The result should be statistically completely unpredictable random values, since the scrambling is cryptographically strong and the period is ridiculously long. But the generated numbers are not to be regarded as cryptographically strong since there is no re-keying schedule.

- If you need cryptographically strong random numbers use rand_seed_alg_s/1 with Alg =:= crypto or Alg =:= crypto_cache.

- If you need to be able to repeat the sequence use this function.

- If you do not need the statistical quality of this function, there are faster algorithms in the rand module.

Thanks to the used generator the state object supports the rand:jump/0,1 function with distance 2^512.

Numbers are generated in batches and cached for speed reasons. The cache size can be changed from its default value using the crypto app's configuration parameter rand_cache_size.

####
ec_curves() -> [EllipticCurve]
OTP 17.0

### Types

EllipticCurve =
ec_named_curve() | edwards_curve_dh() | edwards_curve_ed()

Can be used to determine which named elliptic curves are supported.

####
ec_curve(CurveName) -> ExplicitCurve
OTP 17.0

### Types

CurveName = ec_named_curve()
ExplicitCurve = ec_explicit_curve()

Return the defining parameters of a elliptic curve.

####
sign(Algorithm, DigestType, Msg, Key) -> Signature
OTP R16B01

####
sign(Algorithm, DigestType, Msg, Key, Options) -> Signature
OTP 20.1

### Types

Algorithm = pk_sign_verify_algs()
DigestType =
rsa_digest_type() |
dss_digest_type() |
ecdsa_digest_type() |
none
Msg = iodata() | {digest, iodata()}
Key =
rsa_private() |
dss_private() |
[ecdsa_private() | ecdsa_params()] |
[eddsa_private() | eddsa_params()] |
engine_key_ref()
Options = pk_sign_verify_opts()
Signature = binary()

Uses the 3-tuple style for error handling.

Creates a digital signature.

The msg is either the binary "cleartext" data to be signed or it is the hashed value of "cleartext" i.e. the digest (plaintext).

Algorithm dss can only be used together with digest type sha.

See also public_key:sign/3.

####
verify(Algorithm, DigestType, Msg, Signature, Key) -> Result
OTP R16B01

####
verify(Algorithm, DigestType, Msg, Signature, Key, Options) ->
Result
OTP 20.1

### Types

Algorithm = pk_sign_verify_algs()
DigestType =
rsa_digest_type() |
dss_digest_type() |
ecdsa_digest_type() |
none
Msg = iodata() | {digest, iodata()}
Signature = binary()
Key =
rsa_public() |
dss_public() |
[ecdsa_public() | ecdsa_params()] |
[eddsa_public() | eddsa_params()] |
engine_key_ref()
Options = pk_sign_verify_opts()
Result = boolean()

Uses the 3-tuple style for error handling.

Verifies a digital signature

The msg is either the binary "cleartext" data to be signed or it is the hashed value of "cleartext" i.e. the digest (plaintext).

Algorithm dss can only be used together with digest type sha.

See also public_key:verify/4.

###
Engine API

###
Exports

####
privkey_to_pubkey(Type, EnginePrivateKeyRef) -> PublicKey
OTP 20.2

### Types

Type = rsa | dss
EnginePrivateKeyRef = engine_key_ref()
PublicKey = rsa_public() | dss_public()

Fetches the corresponding public key from a private key stored in an Engine. The key must be of the type indicated by the Type parameter.

####
engine_get_all_methods() -> Result
OTP 20.2

### Types

Result = [engine_method_type()]

Returns a list of all possible engine methods.

May raise exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

See also the chapter Engine Load in the User's Guide.

####
engine_load(EngineId, PreCmds, PostCmds) -> Result
OTP 20.2

### Types

EngineId = unicode:chardata()
PreCmds = PostCmds = [engine_cmnd()]
Result =
{ok, Engine :: engine_ref()} | {error, Reason :: term()}

Loads the OpenSSL engine given by EngineId if it is available and intialize it. Returns ok and an engine handle, if the engine can't be loaded an error tuple is returned.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

See also the chapter Engine Load in the User's Guide.

####
engine_unload(Engine) -> Result
OTP 20.2

### Types

Engine = engine_ref()
Result = ok | {error, Reason :: term()}

Unloads the OpenSSL engine given by Engine. An error tuple is returned if the engine can't be unloaded.

The function raises a error:badarg if the parameter is in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

See also the chapter Engine Load in the User's Guide.

####
engine_by_id(EngineId) -> Result
OTP 21.0.6

### Types

EngineId = unicode:chardata()
Result =
{ok, Engine :: engine_ref()} | {error, Reason :: term()}

Get a reference to an already loaded engine with EngineId. An error tuple is returned if the engine can't be unloaded.

The function raises a error:badarg if the parameter is in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

See also the chapter Engine Load in the User's Guide.

####
engine_ctrl_cmd_string(Engine, CmdName, CmdArg) -> Result
OTP 20.2

### Types

Engine = term()
CmdName = CmdArg = unicode:chardata()
Result = ok | {error, Reason :: term()}

Sends ctrl commands to the OpenSSL engine given by Engine. This function is the same as calling engine_ctrl_cmd_string/4 with Optional set to false.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

####
engine_ctrl_cmd_string(Engine, CmdName, CmdArg, Optional) ->
Result
OTP 20.2

### Types

Engine = term()
CmdName = CmdArg = unicode:chardata()
Optional = boolean()
Result = ok | {error, Reason :: term()}

Sends ctrl commands to the OpenSSL engine given by Engine. Optional is a boolean argument that can relax the semantics of the function. If set to true it will only return failure if the ENGINE supported the given command name but failed while executing it, if the ENGINE doesn't support the command name it will simply return success without doing anything. In this case we assume the user is only supplying commands specific to the given ENGINE so we set this to false.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

####
engine_add(Engine) -> Result
OTP 21.0.6

### Types

Engine = engine_ref()
Result = ok | {error, Reason :: term()}

Add the engine to OpenSSL's internal list.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

####
engine_remove(Engine) -> Result
OTP 21.0.6

### Types

Engine = engine_ref()
Result = ok | {error, Reason :: term()}

Remove the engine from OpenSSL's internal list.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

####
engine_register(Engine, EngineMethods) -> Result
OTP 25.1

### Types

Engine = engine_ref()
EngineMethods = [engine_method_type()]
Result = ok | {error, Reason :: term()}

Register engine to handle some type of methods, for example engine_method_digests.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

####
engine_unregister(Engine, EngineMethods) -> Result
OTP 25.1

### Types

Engine = engine_ref()
EngineMethods = [engine_method_type()]
Result = ok | {error, Reason :: term()}

Unregister engine so it don't handle some type of methods.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

####
engine_get_id(Engine) -> EngineId
OTP 21.0.6

### Types

Engine = engine_ref()
EngineId = unicode:chardata()

Return the ID for the engine, or an empty binary if there is no id set.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

####
engine_get_name(Engine) -> EngineName
OTP 21.0.6

### Types

Engine = engine_ref()
EngineName = unicode:chardata()

Return the name (eg a description) for the engine, or an empty binary if there is no name set.

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

####
engine_list() -> Result
OTP 20.2

### Types

Result = [EngineId :: unicode:chardata()]

List the id's of all engines in OpenSSL's internal list.

It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

See also the chapter Engine Load in the User's Guide.

May raise exception error:notsup in case engine functionality is not supported by the underlying OpenSSL implementation.

####
ensure_engine_loaded(EngineId, LibPath) -> Result
OTP 21.0.6

### Types

EngineId = LibPath = unicode:chardata()
Result =
{ok, Engine :: engine_ref()} | {error, Reason :: term()}

Loads an engine given by EngineId and the path to the dynamic library implementing the engine. An error tuple is returned if the engine can't be loaded.

This function differs from the normal engine_load in the sense that it also add the engine id to OpenSSL's internal engine list. The difference between the first call and the following is that the first loads the engine with the dynamical engine and the following calls fetch it from the OpenSSL's engine list. All references that is returned are equal.

Use engine_unload/1 function to remove the references. But remember that engine_unload/1 just removes the references to the engine and not the tag in OpenSSL's engine list. That has to be done with the engine_remove/1 function when needed (just called once, from any of the references you got).

The function raises a error:badarg if the parameters are in wrong format. It may also raise the exception error:notsup in case there is no engine support in the underlying OpenSSL implementation.

See also the chapter Engine Load in the User's Guide.

####
hash_equals(BinA, BinB) -> Result
OTP 25.0

### Types

BinA = BinB = binary()
Result = boolean()

Constant time memory comparison for fixed length binaries, such as results of HMAC computations.

Returns true if the binaries are identical, false if they are of the same length but not identical. The function raises an error:badarg exception if the binaries are of different size.

####
pbkdf2_hmac(Digest, Pass, Salt, Iter, KeyLen) -> Result
OTP 24.2

### Types

Digest = sha | sha224 | sha256 | sha384 | sha512
Pass = Salt = binary()
Iter = KeyLen = integer() >= 1
Result = binary()

Uses the 3-tuple style for error handling.

PKCS #5 PBKDF2 (Password-Based Key Derivation Function 2) in combination with HMAC.