Home
last modified time | relevance | path

Searched refs:Derivation (Results 101 – 125 of 992) sorted by relevance

12345678910>>...40

/dports/security/arti/arti-9d0ede26801cdb182daa85c3eb5f0058dc178eb6/cargo-crates/hkdf-0.11.0/
H A DCargo.toml.orig-cargo8 description = "HMAC-based Extract-and-Expand Key Derivation Function (HKDF)"
/dports/www/ffsend/ffsend-ccd489ce2e75b91c0f17fbf13dbd91fe84f5ad98/cargo-crates/hkdf-0.11.0/
H A DCargo.toml.orig-cargo8 description = "HMAC-based Extract-and-Expand Key Derivation Function (HKDF)"
/dports/www/zend-framework/ZendFramework-2.4.13/library/Zend/Crypt/Key/Derivation/
H A DSaltedS2k.php10 namespace Zend\Crypt\Key\Derivation;
H A DPbkdf2.php10 namespace Zend\Crypt\Key\Derivation;
/dports/audio/spotifyd/spotifyd-0.3.0/cargo-crates/hkdf-0.8.0/
H A DCargo.toml.orig-cargo8 description = "HMAC-based Extract-and-Expand Key Derivation Function (HKDF)"
/dports/devel/py-maturin/maturin-0.11.3/cargo-crates/hkdf-0.10.0/
H A DCargo.toml.orig-cargo8 description = "HMAC-based Extract-and-Expand Key Derivation Function (HKDF)"
/dports/security/vaultwarden/vaultwarden-1.23.1/cargo-crates/openssl-src-300.0.2+3.0.0/openssl/doc/man7/
H A DOSSL_PROVIDER-legacy.pod84 =head2 Key Derivation Function (KDF)
99 - Key Derivation Function (KDF)
H A DEVP_KEYEXCH-DH.pod22 Sets the User Key Material to be used as part of the selected Key Derivation
28 Key Derivation Function associated with the given key exchange ctx. Providers
/dports/security/arti/arti-9d0ede26801cdb182daa85c3eb5f0058dc178eb6/cargo-crates/openssl-src-300.0.2+3.0.0/openssl/doc/man7/
H A DOSSL_PROVIDER-legacy.pod84 =head2 Key Derivation Function (KDF)
99 - Key Derivation Function (KDF)
H A DEVP_KEYEXCH-DH.pod22 Sets the User Key Material to be used as part of the selected Key Derivation
28 Key Derivation Function associated with the given key exchange ctx. Providers
/dports/security/acmed/acmed-0.18.0/cargo-crates/openssl-src-300.0.2+3.0.0/openssl/doc/man7/
H A DOSSL_PROVIDER-legacy.pod84 =head2 Key Derivation Function (KDF)
99 - Key Derivation Function (KDF)
H A DEVP_KEYEXCH-DH.pod22 Sets the User Key Material to be used as part of the selected Key Derivation
28 Key Derivation Function associated with the given key exchange ctx. Providers
/dports/textproc/mdbook-linkcheck/mdbook-linkcheck-0.7.6/cargo-crates/openssl-src-300.0.2+3.0.0/openssl/doc/man7/
H A DOSSL_PROVIDER-legacy.pod84 =head2 Key Derivation Function (KDF)
99 - Key Derivation Function (KDF)
H A DEVP_KEYEXCH-DH.pod22 Sets the User Key Material to be used as part of the selected Key Derivation
28 Key Derivation Function associated with the given key exchange ctx. Providers
/dports/security/openssl-devel/openssl-3.0.2/doc/man7/
H A DOSSL_PROVIDER-legacy.pod84 =head2 Key Derivation Function (KDF)
99 - Key Derivation Function (KDF)
/dports/security/openssl-quictls/openssl-7f2ab56a2b842b8e6fefc7b9d20eb5ff9c6ef151/doc/man7/
H A DOSSL_PROVIDER-legacy.pod84 =head2 Key Derivation Function (KDF)
99 - Key Derivation Function (KDF)
/dports/net-p2p/c-lightning/lightning-0.10.2/ccan/ccan/crypto/hkdf_sha256/
H A D_info6 * crypto/hkdf_sha256 - RFC5869 Hardened Key Derivation Functions using SHA256
/dports/www/tikiwiki/tiki-21.2/vendor_bundled/vendor/laminas/laminas-crypt/src/Key/Derivation/
H A DSaltedS2k.php9 namespace Laminas\Crypt\Key\Derivation;
H A DPbkdf2.php9 namespace Laminas\Crypt\Key\Derivation;
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/IntegrationRules/MathematicaNotebookFiles/InverseHyperbolicFunctions/
H A DInverseHyperbolicSecantFunctions.nb54 Cell["Derivation: Integration by parts", "Subsubsection",
202 Cell["Derivation: Integration by substitution", "Subsubsection",
348 Cell["Derivation: Integration by parts", "Subsubsection",
728 Cell["Derivation: Algebraic simplification", "Subsubsection",
895 Cell["Derivation: Integration by parts", "Subsubsection"],
1039 Cell["Derivation: Algebraic simplification", "Subsubsection",
1300 Cell["Derivation: Algebraic simplification", "Subsubsection",
H A DInverseHyperbolicTangentFunctions.nb48 Cell["Derivation: Integration by parts", "Subsubsection"],
130 Cell["Derivation: Integration by parts", "Subsubsection"],
635 Cell["Derivation: Integration by parts", "Subsubsection",
775 Cell["Derivation: Integration by parts", "Subsubsection",
1312 Cell["Derivation: Integration by parts", "Subsubsection",
1538 Cell["Derivation: Integration by parts", "Subsubsection",
1745 Cell["Derivation: Integration by parts", "Subsubsection",
2690 Cell["Derivation: Algebraic expansion", "Subsubsection"],
2892 Cell["Derivation: Algebraic expansion", "Subsubsection"],
3101 Cell["Derivation: Algebraic expansion", "Subsubsection"],
[all …]
H A DInverseHyperbolicCotangentFunctions.nb49 Cell["Derivation: Integration by parts", "Subsubsection"],
133 Cell["Derivation: Integration by parts", "Subsubsection"],
641 Cell["Derivation: Integration by parts", "Subsubsection",
782 Cell["Derivation: Integration by parts", "Subsubsection",
1321 Cell["Derivation: Integration by parts", "Subsubsection",
1549 Cell["Derivation: Integration by parts", "Subsubsection",
1758 Cell["Derivation: Integration by parts", "Subsubsection",
2709 Cell["Derivation: Algebraic expansion", "Subsubsection"],
2912 Cell["Derivation: Algebraic expansion", "Subsubsection"],
3122 Cell["Derivation: Algebraic expansion", "Subsubsection"],
[all …]
/dports/devel/glademm/glademm-2.6.0/src/SourceWriter/
H A DChangeLog24 added Derivation() and Derive("x")
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/IntegrationRules/MathematicaNotebookFiles/RationalFunctions/
H A DRationalFunctionsOfLinears.nb107 Cell["Derivation: Power rule for integration", "Subsubsection",
205 Cell["Derivation: Constant extraction", "Subsubsection",
321 Cell["Derivation: Constant extraction", "Subsubsection",
461 Cell["Derivation: Constant extraction", "Subsubsection",
780 Cell["Derivation: Constant extraction", "Subsubsection",
1952 Cell["Derivation: Algebraic expansion", "Subsubsection",
2544 Cell["Derivation: Algebraic simplification", "Subsubsection",
2833 Cell["Derivation: Integration by parts", "Subsubsection",
3191 Cell["Derivation: Integration by parts", "Subsubsection",
3594 Cell["Derivation: Algebraic simplification", "Subsubsection",
[all …]
/dports/math/reduce/Reduce-svn5758-src/packages/rubi_red/rubi-rules/HyperbolicFunctions/
H A DHyperbolicTangentFunctions.m12 (*Derivation: Reciprocal rule*)
56 (*Derivation: Algebraic expansion*)
100 (*Derivation: Integration by parts with a double-back flip*)
146 (*Derivation: Inverted integration by parts with a double-back flip*)
336 (*Derivation: Algebraic expansion and integration by substitution*)
377 (*Derivation: Algebraic expansion*)
445 (*Derivation: Algebraic expansion*)
557 (*Derivation: Algebraic simplification*)
587 (*Derivation: Algebraic simplification*)
649 (*Derivation: Algebraic expansion*)

12345678910>>...40