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Commit Graph

5 Commits

Author SHA1 Message Date
Simon Tatham
06a14fe8b8 Reorganise ssh_keyalg and use it as a vtable.
After Pavel Kryukov pointed out that I have to put _something_ in the
'ssh_key' structure, I thought of an actually useful thing to put
there: why not make it store a pointer to the ssh_keyalg structure?
Then ssh_key becomes a classoid - or perhaps 'traitoid' is a closer
analogy - in the same style as Socket and Plug. And just like Socket
and Plug, I've also arranged a system of wrapper macros that avoid the
need to mention the 'object' whose method you're invoking twice at
each call site.

The new vtable pointer directly replaces an existing field of struct
ec_key (which was usable by several different ssh_keyalgs, so it
already had to store a pointer to the currently active one), and also
replaces the 'alg' field of the ssh2_userkey structure that wraps up a
cryptographic key with its comment field.

I've also taken the opportunity to clean things up a bit in general:
most of the methods now have new and clearer names (e.g. you'd never
know that 'newkey' made a public-only key while 'createkey' made a
public+private key pair unless you went and looked it up, but now
they're called 'new_pub' and 'new_priv' you might be in with a
chance), and I've completely removed the openssh_private_npieces field
after realising that it was duplicating information that is actually
_more_ conveniently obtained by calling the new_priv_openssh method
(formerly openssh_createkey) and throwing away the result.
2018-06-03 15:15:51 +01:00
Simon Tatham
7db526c730 Clean up elliptic curve selection and naming.
The ec_name_to_curve and ec_curve_to_name functions shouldn't really
have had to exist at all: whenever any part of the PuTTY codebase
starts using sshecc.c, it's starting from an ssh_signkey or ssh_kex
pointer already found by some other means. So if we make sure not to
lose that pointer, we should never need to do any string-based lookups
to find the curve we want, and conversely, when we need to know the
name of our curve or our algorithm, we should be able to look it up as
a straightforward const char * starting from the algorithm pointer.

This commit cleans things up so that that is indeed what happens. The
ssh_signkey and ssh_kex structures defined in sshecc.c now have
'extra' fields containing pointers to all the necessary stuff;
ec_name_to_curve and ec_curve_to_name have been completely removed;
struct ec_curve has a string field giving the curve's name (but only
for those curves which _have_ a name exposed in the wire protocol,
i.e. the three NIST ones); struct ec_key keeps a pointer to the
ssh_signkey it started from, and uses that to remember the algorithm
name rather than reconstructing it from the curve. And I think I've
got rid of all the ad-hockery scattered around the code that switches
on curve->fieldBits or manually constructs curve names using stuff
like sprintf("nistp%d"); the only remaining switch on fieldBits
(necessary because that's the UI for choosing a curve in PuTTYgen) is
at least centralised into one place in sshecc.c.

One user-visible result is that the format of ed25519 host keys in the
registry has changed: there's now no curve name prefix on them,
because I think it's not really right to make up a name to use. So any
early adopters who've been using snapshot PuTTY in the last week will
be inconvenienced; sorry about that.
2015-05-15 10:15:35 +01:00
Chris Staite
76a4b576e5 Support public keys using the "ssh-ed25519" method.
This introduces a third system of elliptic curve representation and
arithmetic, namely Edwards form.
2015-05-09 15:14:35 +01:00
Chris Staite
541abf9258 Support ECDH key exchange using the 'curve25519' curve.
This is the kex protocol id "curve25519-sha256@libssh.org", so called
because it's over the prime field of order 2^255 - 19.

Arithmetic in this curve is done using the Montgomery representation,
rather than the Weierstrass representation. So 'struct ec_curve' has
grown a discriminant field and a union of subtypes.
2015-05-09 15:07:14 +01:00
Chris Staite
2bf8688355 Elliptic-curve cryptography support.
This provides support for ECDSA public keys, for both hosts and users,
and also ECDH key exchange. Supported curves are currently just the
three NIST curves required by RFC 5656.
2014-11-02 18:16:54 +00:00