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12

If Bob does NOT care to check signatures (as in the question), Eve can send ANY message she wants to Bob pretending to be Alice, including but not limited to messages Eve got from Alice; all Eve needs is Bob's public key (which, as the name implies, is assumed public knowledge thus known to Eve) and straight use of PGP. Therefore the right question is: Can ...


6

So your protocol goes like this: Alice generates a key pair $(a_{priv}, a_{pub})$ and sends $a_{pub}$ to Bob. Bob generates a key pair $(b_{priv}, b_{pub})$ and sends $b_{pub}$ to Alice. Alice generates a message $m$ and sends $Enc(Sign(m, a_{priv}), b_{pub})$ (or $Sign(Enc(m, b_{pub}), a_{priv})$, I'm not sure which of both is usually used by PGP) to Bob. ...


6

OpenPGP as defined by RFC 4880 knows two different encodings. Binary encoding Obviously, there is no reasonable limitation to an (ASCII) character subset in binary encoding. Radix 64 Radix 64 is also often entitled ASCII armored. In the end, it is a base64 encoding with a checksum. The content may consist of [a-zA-Y0-0+/=]. ASCII-armored OpenPGP ...


6

"If PGP and GPG both follow the OpenPGP standard, are they 100% compatible in all use cases?" No, they are not 100% compatible in all use cases, because — depending on the PGP version — there are known interoperability problems. The GNUPG FAQ answers this question quite well: Is GnuPG compatible with PGP? In general, yes. GnuPG and newer PGP ...


3

Would we also need some additional options/messages in GnuPG to make it clear when you might be looking at an "unauthenticated" signature? Hopefully I'm not stating the obvious. OpenPGP does not trust keys simply because lots of people have signed them. You must "set ownertrust" for the keys you have before they will be used in Web of Trust ...


2

The usual recommendation is ECDSA, or if you need a really short signature, BLS. See “Security.SE: What asymetric scheme provides the shortest signature, while being secure?”, “Security.SE: How to encrypt a short string to a short ciphertext using an asymmetric encryption?”, and “Crypto.SE: Short length asymmetric encryption?” for details. ECDSA should ...


2

From my recent experience, it's not always compatible. Using the latest version of GnuPG and Symantec PGP, I was able to confirm at least the fact that a 16384-bit RSA key pair (with 4096-bit subkeys) generated in GnuPG will not be usable in Symantec PGP. All of the cipher, hash algorithm, and compression preferences will be displayed as none, the expiry ...


2

I'm assuming Bob uses the standard format, OpenPGP aka RFC4880, to store his private key in a private keyfile. If the adversary Eve somehow obtains Bob's private keyfile, and the passphrase on that keyfile is so short and weak that the adversary breaks it with a dictionary attack or brute force, then -- Things are very bad for Bob. Bob's best choice of ...


2

You can use gpg --list-packets [keyfile] to see a list of all packets and their contents. All hash algorithms have numbers which you can look up in section 9.4 of RFC 4880, "Hash Algorithms". Alternatively, use pgpdump [keyfile] to create a similar output, but already containing the algorithm names instead of their numeric identifiers.


1

GPG is an implementation of OpenPGP, which is a higher level protocol than e.g. mcrypt. So use GPG for PGP compatibility and mcrypt or related libraries for more direct - lower level - access to algorithms. AES is Rijndael for a block size of 128 bits and the 128, 192 or 256 bit key sizes. So you are OK there. Learn about modes of operation and something ...


1

In the case of emails your solution is not really practical. The problem is that the sender of an email uses the public key whereas the receiver should have the secret key. This means that whenever somebody wants to send you an email (and therefore generate a new key) you have to be online or you have to provide a set of pre-computed key pairs. If multiple ...


1

This procedure, also called signing a message, does not encrypt the message itself, thus does not ensure it cannot be read by others. Instead, a hash sum of the message is encrypted using the private key. For verifying, the recipient again calculates the hash sum of the message, and decrypts the hash sum calculated by the sender using the sender's public ...



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