Network Working Group David Balenson (TIS)
INTERNET DRAFT IAB IRTF PSRG, IETF PEM WG
3 September 1992
Privacy Enhancement for Internet Electronic Mail:
Part III: Algorithms, Modes, and Identifiers
Status of This Memo
This document is an Internet Draft. Internet Drafts are working
documents of the Internet Engineering Task Force (IETF), its Areas,
and its Working Groups. Note that other groups may also distribute
working documents as Internet Drafts.
Internet Drafts are draft documents valid for a maximum of six
months. Internet Drafts may be updated, replaced, or obsoleted by
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Drafts as reference material or to cite them other than as a "working
draft" or "work in progress."
Please check the Internet Drafts abstract listing contained in each
Internet Drafts directory to learn the current status of this or any
other Internet Draft.
This document will be submitted to the RFC editor as a proposed
standard document, and will be submitted as a successor to current
RFC 1115. References within the text of this Internet Draft to this
document as an RFC, or to other related Internet Drafts cited as
RFCs, are not intended to carry any connotation about the progression
of these Internet Drafts through the IAB standards-track review
cycle. Distribution of this draft is unlimited. Comments should be
sent to the PEM Developer's mailing list <pem-dev@tis.com>.
Abstract
This document provides definitions, formats, references, and
citations for cryptographic algorithms, usage modes, and associated
identifiers and parameters used in support of Privacy Enhanced Mail
(PEM) in the Internet community. It is intended to become one member
of the set of related PEM RFCs. This document is organized into four
primary sections, dealing with message encryption algorithms, message
integrity check algorithms, symmetric key management algorithms, and
asymmetric key management algorithms (including both asymmetric
encryption and asymmetric signature algorithms).
Some parts of this material are cited by other documents and it is
anticipated that some of the material herein may be changed, added,
or replaced without affecting the citing documents. Therefore,
algorithm-specific material has been placed into this separate
document. Use of other algorithms and/or modes will require case-
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by-case study to determine applicability and constraints. Additional
algorithms and modes approved for use in PEM in this context will be
specified in successors to this document.
Acknowledgment
This specification was initially developed by the Internet Research
Task Force's Privacy and Security Research Group (IRTF PSRG) and
subsequently refined based on discussion in the Internet Engineering
Task Force's Privacy Enhanced Mail Working Group (IETF PEM WG). John
Linn contributed significantly to the predecessor of this document
(RFC 1115). I would like to thank the members of the PSRG and PEM
WG, as well as all participants in discussions on the "pem-
dev@tis.com" mailing list, for their contributions to this document.
Table of Contents
1. Message Encryption Algorithms ....................... 3
1.1 DES in CBC Mode (DES-CBC) .......................... 3
2. Message Integrity Check Algorithms .................. 4
2.1 Message Authentication Code (MAC) .................. 5
2.2 RSA-MD2 Message Digest Algorithm ................... 6
2.3 RSA-MD5 Message Digest Algorithm ................... 7
3. Symmetric Key Management Algorithms ................. 8
3.1 DES in ECB mode (DES-ECB) .......................... 9
3.2 DES in EDE mode (DES-EDE) .......................... 9
4. Asymmetric Key Management Algorithms ................ 9
4.1 Asymmetric Keys .................................... 9
4.1.1 RSA Keys ........................................ 10
4.2 Asymmetric Encryption Algorithms .................. 11
4.2.1 RSAEncryption ................................... 11
4.3 Asymmetric Signature Algorithms ................... 13
4.3.1 md2WithRSAEncryption ............................ 13
5. Descriptive Grammar ................................ 14
References ............................................. 15
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1 Message Encryption Algorithms
This section identifies the alternative message encryption algorithms
and modes that shall be used to encrypt message text and, when
asymmetric key management is employed in an ENCRYPTED PEM message,
for encryption of message signatures. Character string identifiers
are assigned and any parameters required by the message encryption
algorithm are defined for incorporation in an encapsulated "DEK-
Info:" header field.
Only one alternative is currently defined in this category.
1.1 DES in CBC Mode (DES-CBC)
Message text and, if required, message signatures are encrypted using
the Data Encryption Standard (DES) algorithm in the Cipher Block
Chaining (CBC) mode of operation. The DES algorithm is defined in
FIPS PUB 46-1 [1], and is equivalent to the Data Encryption Algorithm
(DEA) provided in ANSI X3.92-1981 [2]. The CBC mode of operation of
DES is defined in FIPS PUB 81 [3], and is equivalent to those
provided in ANSI X3.106 [4] and in ISO IS 8372 [5]. The character
string "DES-CBC" within an encapsulated PEM header field indicates
the use of this algorithm/mode combination.
The input to the DES CBC encryption process shall be padded to a
multiple of 8 octets, in the following manner. Let n be the length
in octets of the input. Pad the input by appending 8-(n mod 8)
octets to the end of the message, each having the value 8-(n mod 8),
the number of octets being added. In hexadecimal, the possible
paddings are: 01, 0202, 030303, 04040404, 0505050505, 060606060606,
07070707070707, and 0808080808080808. All input is padded with 1 to
8 octets to produce a multiple of 8 octets in length. The padding
can be removed unambiguously after decryption.
The DES CBC encryption process requires a 64-bit cryptographic key.
A new, pseudorandom key shall be generated for each ENCRYPTED PEM
message or for each MIC-CLEAR or MIC-ONLY message which employs a MIC
algorithm that requires a cryptographic key (e.g., MAC). Of the 64
bits, 56 are used directly by the DES CBC process, and 8 are odd
parity bits, with one parity bit occupying the right-most bit of each
octet. When symmetric key management is employed, the setting and
checking of odd parity bits is encouraged, since these bits could
detect an error in the decryption of a DES key encrypted under a
symmetric key management algorithm (e.g., DES ECB). When asymmetric
key management is employed, the setting of odd parity bits is
encouraged, but the checking of odd parity bits is discouraged, in
order to facilitate interoperability, and since an error in the
decryption of a DES key can be detected by other means (e.g., an
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incorrect PKCS #1 encryption-block format). In all cases, the
encrypted form of a DES key shall carry all 64 bits of the key,
including the 8 parity bits, though those bits may have no meaning.
The DES CBC encryption process also requires a 64-bit Initialization
Vector (IV). A new, pseudorandom IV shall be generated for each
ENCRYPTED PEM message. Section 4.3.1 of [7] provides rationale for
this requirement, even given the fact that individual DES keys are
generated for individual messages. The IV is transmitted with the
message within an encapsulated PEM header field.
When this algorithm/mode combination is used for message text
encryption, the "DEK-Info:" header field carries exactly two
arguments. The first argument identifies the DES CBC algorithm/mode
using the character string defined above. The second argument
contains the IV, represented as a contiguous string of 16 ASCII
hexadecimal digits.
When symmetric key management is employed with this algorithm/mode
combination, a symmetrically encrypted DES key will be represented in
the third argument of a "Key-Info:" header field as a contiguous
string of 16 ASCII hexadecimal digits (corresponding to a 64-bit
key).
To avoid any potential ambiguity regarding the ordering of the octets
of a DES key that is input as a data value to another encryption
process (e.g., RSAEncryption), the following holds true. The first
(or left-most displayed, if one thinks in terms of a key's "print"
representation (1)) octet of the key (i.e., bits 1-8 per FIPS PUB
46-1), when considered as a data value, has numerical weight 2**56.
The last (or right-most displayed) octet (i.e., bits 57-64 per FIPS
PUB 46-1) has numerical weight 2**0.
2 Message Integrity Check Algorithms
This section identifies the alternative algorithms that shall be used
to compute Message Integrity Check (MIC) values for PEM messages.
Character string identifiers and ASN.1 object identifiers are
assigned for incorporation in encapsulated "MIC-Info:" and "Key-
Info:" header fields to indicate the choice of MIC algorithm
employed.
_______________
(1) For purposes of discussion in this document, data values are
normalized in terms of their "print" representation. For a octet
stream, the "first" octet would appear as the one on the "left",
and the "last" octet would appear on the "right".
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A compliant PEM implementation shall be able to process all of the
alternative MIC algorithms defined here on incoming messages. It is
a sender option as to which alternative is employed on an outbound
message.
2.1 Message Authentication Code (MAC)
A message authentication code (MAC) is computed using DES in the CBC
mode of operation (with an IV of all zeros) in the manner defined in
Appendix F of FIPS PUB 81 [3] and in FIPS PUB 113 [9]. The MAC is
taken as all 8 octets (i.e., 64 bits) of the final output block (On,
read "O-sub-n", as denoted in FIPS PUB 113). The character string
"MAC" within an encapsulated PEM header field indicates the use of
this algorithm. Also, as defined in NIST Special Publication 500-183
[10], the ASN.1 object identifier
desMAC OBJECT IDENTIFIER ::= {
iso(1) identified-organization(3) oiw(14) secsig(3)
algorithm(2) 10
}
identifies this algorithm. A single parameter, the length of the MAC
in bits, is defined for the MAC algorithm, hence, when this object
identifier is used with the ASN.1 type AlgorithmIdentifier, the
parameters component of that type is the length of the MAC, in the
case of PEM, 64 bits, ASN.1 encoded as an INTEGER.
The MAC algorithm accepts as input a message of any length. The
input is padded at the end, per FIPS PUB 113, with zero-valued octets
as needed in order to form an integral number of 8-octet encryption
quanta. These padding octets are inserted implicitly and are not
transmitted with a message.
The MAC algorithm requires a 64-bit cryptographic key. For purposes
of PEM, this key is derived as a variant of the DEK used for message
text encryption (see [14] for the rationale behind this requirement).
The variant shall be formed by exclusive-OR'ing the 8-octet
hexadecimal quantity F0F0F0F0F0F0F0F0 to the 64-bit message DEK.
Note that when the MAC algorithm is used in a non-ENCRYPTED PEM
message (e.g., a MIC-CLEAR or MIC-ONLY PEM message), it is necessary
to generate and transmit a message DEK from which the MAC key can be
derived.
When symmetric key management is employed with this MIC algorithm,
the symmetrically encrypted MAC is represented in a "Key-Info:"
header field as a contiguous string of 16 ASCII hexadecimal digits
(corresponding to a 64-bit MAC).
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To avoid any potential ambiguity regarding the ordering of the octets
of a MAC that is input as a data value to another encryption process
(e.g., RSAEncryption), the following holds true. The first (or
left-most displayed, if one thinks in terms of a MAC's "print"
representation) octet of the MAC, when considered as an RSA data
value, has numerical weight 2**56. The last (or right-most
displayed) octet has numerical weight 2**0.
Use of MAC is strongly discouraged for messages sent to more than a
single recipient. Also, use of MAC does not provide non-repudiation
of origin, even when asymmetric key management is employed. The
reason for these statements is that the use of MAC fails to prevent
recipients of a message from tampering with the message in a manner
which preserves the message's appearance as an authentic message from
the original sender. In other words, use of MAC on mail provides
source authentication at the granularity of membership in the
message's authorized address list (plus the sender) rather than at a
finer (and more desirable) granularity authenticating only the
individual sender.
2.2 RSA-MD2 Message Digest Algorithm
The RSA-MD2 message digest is computed using the algorithm defined in
RFC 1319 [11] (2). The character string "RSA-MD2" within an
encapsulated PEM header field indicates the use of this algorithm.
Also, as defined in RFC 1319, the ASN.1 object identifier
md2 OBJECT IDENTIFIER ::= {
iso(1) member-body(2) US(840) rsadsi(113549)
digestAlgorithm(2) 2
}
identifies this algorithm. When this object identifier is used with
the ASN.1 type AlgorithmIdentifier, the parameters component of that
type is the ASN.1 type NULL.
The RSA-MD2 message digest algorithm accepts as input a message of
any length and produces as output a 16-octet quantity. When
symmetric key management is employed, an RSA-MD2 MIC is encrypted by
splitting the MIC into two 8-octet halves, independently encrypting
each half, and concatenating the results.
_______________
(2) An error has been identified in RFC 1319. The statement in
the text of Section 3.2 which reads "Set C[j] to S[c xor L]"
should read "Set C[j] to S[c xor L] xor C[j]". Note that the C
source code in the appendix of RFC 1319 is correct.
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When symmetric key management is employed with this MIC algorithm,
the symmetrically encrypted MD2 message digest is represented in a
the fourth argument of a "Key-Info:" header field as a contiguous
string of 32 ASCII hexadecimal digits (corresponding to a 128-bit MD2
message digest).
To avoid any potential ambiguity regarding the ordering of the octets
of an MD2 message digest that is input as a data value to another
encryption process (e.g., RSAEncryption), the following holds true.
The first (or left-most displayed, if one thinks in terms of a
digest's "print" representation) octet of the digest (i.e., digest[0]
as specified in RFC 1319), when considered as an RSA data value, has
numerical weight 2**120. The last (or right-most displayed) octet
(i.e., digest[15] as specified in RFC 1319) has numerical weight
2**0.
This algorithm may be used as a MIC algorithm whenever a message is
addressed to multiple recipients as well as to a single recipient.
The use of this algorithm in conjunction with asymmetric key
management does provide for non-repudiation of origin.
2.3 RSA-MD5 Message Digest Algorithm
The RSA-MD5 message digest is computed using the algorithm defined in
RFC 1321 [12]. The character string "RSA-MD5" within an encapsulated
PEM header field indicates the use of this algorithm. Also, as
defined in RFC 1321, the object identifier
md5 OBJECT IDENTIFIER ::= {
iso(1) member-body(2) US(840) rsadsi(113549)
digestAlgorithm(2) 5
}
identifies this algorithm. When this object identifier is used with
the ASN.1 type AlgorithmIdentifier, the parameters component of that
type is the ASN.1 type NULL.
The RSA-MD5 message digest algorithm accepts as input a message of
any length and produces as output a 16-octet quantity. When
symmetric key management is employed, an RSA-MD5 MIC is encrypted by
splitting the MIC into two 8-octet halves, independently encrypting
each half, and concatenating the results.
When symmetric key management is employed with this MIC algorithm,
the symmetrically encrypted MD5 message digest is represented in the
fourth argument of a "Key-Info:" header field as a contiguous string
of 32 ASCII hexadecimal digits (corresponding to a 128-bit MD5
message digest).
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To avoid any potential ambiguity regarding the ordering of the octets
of a MD5 message digest that is input as an RSA data value to the RSA
encryption process, the following holds true. The first (or left-
most displayed, if one thinks in terms of a digest's "print"
representation) octet of the digest (i.e., the low-order octet of A
as specified in RFC 1321), when considered as an RSA data value, has
numerical weight 2**120. The last (or right-most displayed) octet
(i.e., the high-order octet of D as specified in RFC 1321) has
numerical weight 2**0.
This algorithm may be used as a MIC algorithm whenever a message is
addressed to multiple recipients as well as to a single recipient.
The use of this algorithm in conjunction with asymmetric key
management does provide for non-repudiation of origin.
3 Symmetric Key Management Algorithms
This section identifies the alternative algorithms and modes that
shall be used when symmetric key management is employed, to encrypt
data encryption keys (DEKs) and message integrity check (MIC) values.
Character string identifiers are assigned for incorporation in
encapsulated "Key-Info:" header fields to indicate the choice of
algorithm employed.
All alternatives presently defined in this category correspond to
different usage modes of the DES algorithm, rather than to other
algorithms.
When symmetric key management is employed, the symmetrically
encrypted DEK and MIC, carried in the third and fourth arguments of a
"Key-Info:" header field, respectively, are each represented as a
string of contiguous ASCII hexadecimal digits. The manner in which
to use the following symmetric encryption algorithms and the length
of the symmetrically encrypted DEK and MIC may vary depending on the
length of the underlying DEK and MIC. Section 1, Message Encryption
Algorithms, and Section 2, Message Integrity Check Algorithms,
provide information on the proper manner in which a DEK and MIC,
respectively, are symmetrically encrypted when the size of the DEK or
MIC is not equal to the symmetric encryption algorithm's input block
size. These sections also provide information on the proper format
and length of the symmetrically encrypted DEK and MIC, respectively.
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3.1 DES in ECB Mode (DES-ECB)
The DES algorithm in Electronic Codebook (ECB) mode [1][3] is used
for DEK and MIC encryption when symmetric key management is employed.
The character string "DES-ECB" within an encapsulated PEM header
field indicates use of this algorithm/mode combination.
A compliant PEM implementation supporting symmetric key management
shall support this algorithm/mode combination.
3.2 DES in EDE Mode (DES-EDE)
The DES algorithm in Encrypt-Decrypt-Encrypt (EDE) multiple
encryption mode, as defined by ANSI X9.17 [6] for encryption and
decryption with pairs of 64-bit keys, may be used for DEK and MIC
encryption when symmetric key management is employed. The character
string "DES-EDE" within an encapsulated a PEM header field indicates
use of this algorithm/mode combination.
A compliant PEM implementation supporting symmetric key management
may optionally support this algorithm/mode combination.
4 Asymmetric Key Management Algorithms
This section identifies the alternative asymmetric keys and the
alternative asymmetric key management algorithms with which those
keys shall be used, namely the asymmetric encryption algorithms with
which DEKs and MICs are encrypted, and the asymmetric signature
algorithms with which certificates and certificate revocation lists
(CRLs) are signed.
4.1 Asymmetric Keys
This section describes the asymmetric keys that shall be used with
the asymmetric encryption algorithms and the signature algorithms
described later. ASN.1 object identifiers are identified for
incorporation in a public-key certificate to identify the
algorithm(s) with which the accompanying public key is to be
employed.
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4.1.1 RSA Keys
An RSA asymmetric key pair is comprised of matching public and
private keys.
An RSA public key consists of an encryption exponent e and an
arithmetic modulus n, which are both public quantities typically
carried in a public-key certificate. For the value of e, Annex C to
X.509 suggests the use of Fermat's Number F4 (65537 decimal, or
1+2**16) as a value "common to the whole environment in order to
reduce transmission capacity and complexity of transformation", i.e.,
the value can be transmitted as 3 octets and at most seventeen (17)
multiplications are required to effect exponentiation. As an
alternative, the number three (3) can be employed as the value for e,
requiring even less octets for transmission and yielding even faster
exponentiation. For purposes of PEM, the value of e shall be either
F4 or the number three (3). The use of the number three (3) for the
value of e is encouraged, to permit rapid certificate validation.
An RSA private key consists of a decryption exponent d, which should
be kept secret, and the arithmetic modulus n. Other values may be
stored with a private key to facilitate efficient private key
operations (see PKCS #1 [13]).
For purposes of PEM, the modulus n may vary in size from 508 to 1024
bits.
Two ASN.1 object identifiers have been defined to identify RSA public
keys. In Annex H of X.509 [8], the object identifier
rsa OBJECT IDENTIFIER ::= {
joint-iso-ccitt(2) ds(5) algorithm(8)
encryptionAlgorithm(1) 1
}
is defined to identify an RSA public key. A single parameter,
KeySize, the length of the public key modulus in bits, is defined for
use in conjunction with this object identifier. When this object
identifier is used with the ASN.1 type AlgorithmIdentifier, the
parameters component of that type is the number of bits in the
modulus, ASN.1 encoded as an INTEGER.
Alternatively, in PKCS #1 [13], the ASN.1 object identifier
rsaEncryption OBJECT IDENTIFIER ::= {
iso(1) member-body(2) US(840) rsadsi(113549) pkcs(1)
pkcs-1(1) 1
}
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is defined to identify both an RSA public key and the RSAEncryption
process. There are no parameters defined in conjunction with this
object identifier, hence, when it is used with the ASN.1 type
AlgorithmIdentifier, the parameters component of that type is the
ASN.1 type NULL.
A compliant PEM implementation may optionally generate an RSA
public-key certificate that identifies the enclosed RSA public key
(within the SubjectPublicKeyInformation component) with either the
"rsa" or the "rsaEncryption" object identifier. Use of the "rsa"
object identifier is encouraged, since it is, in some sense, more
generic in its identification of a key, without indicating how the
key will be used. However, to facilitate interoperability, a
compliant PEM implementation shall accept RSA public-key
certificates that identify the enclosed RSA public key with either
the "rsa" or the "rsaEncryption" object identifier. In all cases,
an RSA public key identified in an RSA public-key certificate with
either the "rsa" or "rsaEncryption" object identifier, shall be used
according to the procedures defined below for asymmetric encryption
algorithms and asymmetric signature algorithms.
4.2 Asymmetric Encryption Algorithms
This section identifies the alternative algorithms that shall be used
when asymmetric key management is employed, to encrypt DEKs and MICs.
Character string identifiers are assigned for incorporation in "MIC-
Info:" and "Key-Info:" header fields to indicate the choice of
algorithm employed.
Only one alternative is presently defined in this category.
4.2.1 RSAEncryption
The RSAEncryption public-key encryption algorithm, defined in PKCS #1
[13], is used for DEK and MIC encryption when asymmetric key
management is employed. The character string "RSA" within a "MIC-
Info:" or "Key-Info:" header field indicates the use of this
algorithm.
All PEM implementations supporting asymmetric key management shall
support this algorithm.
As described in PKCS #1, all quantities input as data values to the
RSAEncryption process shall be properly justified and padded to the
length of the modulus prior to the encryption process. In general,
an RSAEncryption input value is formed by concatenating a leading
NULL octet, a block type BT, a padding string PS, a NULL octet, and
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the data quantity D, that is,
RSA input value = 0x00 || BT || PS || 0x00 || D.
To prepare a DEK for RSAEncryption, the PKCS #1 "block type 02"
encryption-block formatting scheme is employed. The block type BT is
a single octet containing the value 0x02 and the padding string PS is
one or more octets (enough octets to make the length of the complete
RSA input value equal to the length of the modulus) each containing a
pseudorandomly generated, non-zero value. For multiple recipient
messages, a different, pseudorandom padding string should be used for
each recipient. The data quantity D is the DEK itself, which is
right-justified within the RSA input such that the last (or rightmost
displayed, if one thinks in terms of the "print" representation)
octet of the DEK is aligned with the right-most, or least-
significant, octet of the RSA input. Proceeding to the left, each of
the remaining octets of the DEK, up through the first (or left-most
displayed) octet, are each aligned in the next more significant octet
of the RSA input.
To prepare a MIC for RSAEncryption, the PKCS #1 "block type 01"
encryption-block formatting scheme is employed. The block type BT is
a single octet containing the value 0x01 and the padding string PS is
one or more octets (enough octets to make the length of the complete
RSA input value equal to the length of the modulus) each containing
the value 0xFF. The data quantity D is comprised of the MIC and the
MIC algorithm identifier which are ASN.1 encoded as the following
sequence.
SEQUENCE {
digestAlgorithm AlgorithmIdentifier,
digest OCTET STRING
}
The ASN.1 type AlgorithmIdentifier is defined in X.509 as follows.
AlgorithmIdentifier ::= SEQUENCE {
algorithm OBJECT IDENTIFIER,
parameters ANY DEFINED BY algorithm OPTIONAL
}
An RSA input block is encrypted using the RSA algorithm with the
first (or left-most) octet taken as the most significant octet, and
the last (or right-most) octet taken as the least significant octet.
The resulting RSA output block is interpreted in a similar manner.
When RSAEncryption is used to encrypt a DEK, the second argument in a
"MIC-Info:" header field, an asymmetrically encrypted DEK, is
represented using the printable encoding technique defined in Section
4.3.2.4 of RFC [1113ID].
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When RSAEncryption is used to sign a MIC, the third argument in a
"MIC-Info:" header field, an asymmetrically signed MIC, is
represented using the printable encoding technique defined in Section
4.3.2.4 of RFC [1113ID].
4.3 Asymmetric Signature Algorithms
This section identifies the alternative algorithms which shall be
used to asymmetrically sign certificates and certificate revocation
lists (CRLs) in accordance with the SIGNED macro defined in Annex G
of X.509. ASN.1 object identifiers are identified for incorporation
in certificates and CRLs to indicate the choice of algorithm
employed.
Only one alternative is presently defined in this category.
4.3.1 md2WithRSAEncryption
The md2WithRSAEncryption signature algorithm is used to sign
certificates and CRLs. The algorithm is defined in PKCS #1 [13]. It
combines the RSA-MD2 message digest algorithm described here in
Section 2.2 with the RSAEncryption asymmetric encryption algorithm
described here in Section 4.2.1. As defined in PKCS #1, the ASN.1
object identifier
md2WithRSAEncryption OBJECT IDENTIFIER ::= {
iso(1) member-body(2) US(840) rsadsi(113549) pkcs(1)
pkcs-1(1) 2
}
identifies this algorithm. When this object identifier is used with
the ASN.1 type AlgorithmIdentifier, the parameters component of that
type is the ASN.1 type NULL.
There is some ambiguity in X.509 regarding the definition of the
SIGNED macro and, in particular, the representation of a signature in
a certificate or a CRL. The interpretation selected for PEM requires
that the data to be signed (in our case, an MD2 message digest) is
first ASN.1 encoded as an OCTET STRING and the result is encrypted
(in our case, using RSAEncryption) to form the signed quantity, which
is then ASN.1 encoded as a BIT STRING.
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5 Descriptive Grammar
; Addendum to PEM BNF representation, using RFC 822 notation
; Provides specification for official PEM cryptographic algorithms,
; modes, identifiers and formats.
; Imports <hexchar> and <encbin> from RFC [1113ID]
<dekalgid> ::= "DES-CBC"
<ikalgid> ::= "DES-EDE" / "DES-ECB" / "RSA"
<sigalgid> ::= "RSA"
<micalgid> ::= "MAC" / "RSA-MD2" / "RSA-MD5"
<dekparameters> ::= <DESCBCparameters>
<DESCBCparameters> ::= <IV>
<IV> ::= <hexchar16>
<symencdek> ::= <DESECBencDESCBC> / <DESEDEencDESCBC>
<DESECBencDESCBC> ::= <hexchar16>
<DESEDEencDESCBC> ::= <hexchar16>
<symencmic> ::= <DESECBencMAC> / <DESECBencRSAMD2> / <DESECBencRSAMD5>
<DESECBencMAC> ::= <hexchar16>
<DESECBencRSAMD2> ::= 2*2<hexchar16>
<DESECBencRSAMD5> ::= 2*2<hexchar16>
<asymsignmic> ::= <RSAsignmic>
<RSAsignmic> ::= <encbin>
<asymencdek> ::= <RSAencdek>
<RSAencdek> ::= <encbin>
<hexchar16> ::= 16*16<hexchar>
Balenson Document Expiration: 8 March 1993 [Page 14]
Internet Draft PEM: Algorithms, Modes and Identifiers 3 September 1992
References:
[1] Federal Information Processing Standards Publication (FIPS
PUB) 46-1, Data Encryption Standard, Reaffirmed 1988 January
22 (supersedes FIPS PUB 46, 1977 January 15).
[2] ANSI X3.92-1981, American National Standard Data Encryption
Algorithm, American National Standards Institute, Approved 30
December 1980.
[3] Federal Information Processing Standards Publication (FIPS
PUB) 81, DES Modes of Operation, 1980 December 2.
[4] ANSI X3.106-1983, American National Standard for Information
Systems - Data Encryption Algorithm - Modes of Operation,
American National Standards Institute, Approved 16 May 1983.
[5] ISO 8372, Information Processing Systems: Data Encipherment:
Modes of Operation of a 64-bit Block Cipher.
[6] ANSI X9.17-1985, American National Standard, Financial
Institution Key Management (Wholesale), American Bankers
Association, April 4, 1985, Section 7.2.
[7] Voydock, V. L. and Kent, S. T., "Security Mechanisms in High-
Level Network Protocols", ACM Computing Surveys, Vol. 15, No.
2, June 1983, pp. 135-171.
[8] CCITT Recommendation X.509, "The Directory - Authentication
Framework", November 1988, (Developed in collaboration, and
technically aligned, with ISO 9594-8).
[9] Federal Information Processing Standards Publication (FIPS
PUB) 113, Computer Data Authentication, 1985 May 30.
[10] NIST Special Publication 500-183, Stable Implementation
Agreements for Open Systems Interconnection Protocols, Version
5, Edition 1, Part 11, December 1991.
[11] Kaliski, B., The MD2 Message-Digest Algorithm (RFC 1319),
April 1992.
[12] Rivest, R., The MD5 Message-Digest Algorithm (RFC 1321), April
1992.
[13] PKCS #1: RSA Encryption Standard, Version 1.4, RSA Data
Security, Inc., June 3, 1991.
Balenson Document Expiration: 8 March 1993 [Page 15]
Internet Draft PEM: Algorithms, Modes and Identifiers 3 September 1992
[14] Jueneman, R.R., S.M. Matyas and C.M. Meyer, "Message
Authentication With Manipulation Detection Codes", Proceedings
1983 IEEE Symposium on Security and Privacy, April 1983,
Oakland, CA, IEEE Computer Society, 1983, pp. 33-54.
Author's Address:
David Balenson
Trusted Information Systems
3060 Washington Road
Glenwood, Maryland 21738
Phone: 301-854-6889
EMail: balenson@tis.com
Balenson Document Expiration: 8 March 1993 [Page 16]
