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From: "George Spelvin" <linux@sciencehorizons.net>
To: linux@sciencehorizons.net, luto@kernel.org
Cc: ak@linux.intel.com, davem@davemloft.net, David.Laight@aculab.com,
	djb@cr.yp.to, ebiggers3@gmail.com, eric.dumazet@gmail.com,
	hannes@stressinduktion.org, Jason@zx2c4.com,
	jeanphilippe.aumasson@gmail.com,
	kernel-hardening@lists.openwall.com,
	linux-crypto@vger.kernel.org, linux-kernel@vger.kernel.org,
	netdev@vger.kernel.org, tom@herbertland.com,
	torvalds@linux-foundation.org, tytso@mit.edu,
	vegard.nossum@gmail.com
Subject: Re: George's crazy full state idea (Re: HalfSipHash Acceptable Usage)
Date: 22 Dec 2016 16:11:40 -0500	[thread overview]
Message-ID: <20161222211140.2816.qmail@ns.sciencehorizons.net> (raw)
In-Reply-To: <CALCETrW63gL1821jCMvxnm8gR+o5ifdOXKnWHsLnqoFK77-epw@mail.gmail.com>

> I do tend to like Ted's version in which we use batched
> get_random_bytes() output.  If it's fast enough, it's simpler and lets
> us get the full strength of a CSPRNG.

With the ChaCha20 generator, that's fine, although note that this abandons
anti-backtracking entirely.

It also takes locks, something the previous get_random_int code
path avoided.  Do we need to audit the call sites to ensure that's safe?

And there is the issue that the existing callers assume that there's a
fixed cost per word.  A good half of get_random_long calls are followed by
"& ~PAGE_MASK" to extract the low 12 bits.  Or "& ((1ul << mmap_rnd_bits)
- 1)" to extract the low 28.  If we have a buffer we're going to have to
pay to refill, it would be nice to use less than 8 bytes to satisfy those.

But that can be a followup patch.  I'm thinking

unsigned long get_random_bits(unsigned bits)
	E.g. get_random_bits(PAGE_SHIFT),
	     get_random_bits(mmap_rnd_bits),
	u32 imm_rnd = get_random_bits(32)

unsigned get_random_mod(unsigned modulus)
	E.g. get_random_mod(hole) & ~(alignment - 1);
	     get_random_mod(port_scan_backoff)
	(Althogh probably drivers/s390/scsi/zfcp_fc.c should be changed
	to prandom.)

with, until the audit is completed:
#define get_random_int() get_random_bits(32)
#define get_random_long() get_random_bits(BITS_PER_LONG)

> It could only mix the output back in every two calls, in which case
> you can backtrack up to one call but you need to do 2^128 work to
> backtrack farther.  But yes, this is getting excessively complicated.

No, if you're willing to accept limited backtrack, this is a perfectly
acceptable solution, and not too complicated.  You could do it phase-less
if you like; store the previous output, then after generating the new
one, mix in both.  Then overwrite the previous output.  (But doing two
rounds of a crypto primtive to avoid one conditional jump is stupid,
so forget that.)

>> Hmm, interesting.  Although, for ASLR, we could use get_random_bytes()
>> directly and be done with it.  It won't be a bottleneck.

Isn't that what you already suggested?

I don't mind fewer primtives; I got a bit fixated on "Replace MD5 with
SipHash".  It's just the locking that I want to check isn't a problem.

  reply	other threads:[~2016-12-22 21:11 UTC|newest]

Thread overview: 19+ messages / expand[flat|nested]  mbox.gz  Atom feed  top
2016-12-22  2:07 George's crazy full state idea (Re: HalfSipHash Acceptable Usage) Andy Lutomirski
2016-12-22  5:01 ` George Spelvin
2016-12-22  5:42   ` Andy Lutomirski
2016-12-22  8:02     ` George Spelvin
2016-12-22 16:09 ` Andy Lutomirski
2016-12-22 19:24   ` George Spelvin
2016-12-22 19:32     ` Andy Lutomirski
2016-12-22 21:11       ` George Spelvin [this message]
2016-12-22 21:38         ` Hannes Frederic Sowa
2016-12-23  0:07           ` George Spelvin
2016-12-23 12:05             ` Hannes Frederic Sowa
2016-12-23 18:26               ` George Spelvin
2016-12-23 20:48                 ` Hannes Frederic Sowa
2016-12-23 23:39                   ` George Spelvin
2016-12-24  0:12                     ` Hannes Frederic Sowa
2016-12-24  1:17                       ` George Spelvin
2016-12-28  5:23                         ` Hannes Frederic Sowa
2016-12-28 10:04                           ` George Spelvin
2016-12-22  2:40 Jason A. Donenfeld

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