Password Hashing Competition
password-hashing.net
password-hashing.net
"Hard" is a wrong word to use - we're not trying to make things hard to do (as this would only increase the initial investment needed for attacks), we're trying to increase the attackers' cost per candidate password tested.
"Rainbow tables" are made irrelevant by proper use of salts. It's kindergarten stuff, as far as PHC is concerned.
"Too slow for its memory usage" refers to some of the schemes that claim to be (and possibly are) memory-hard (see the scrypt paper). For those, it is desirable to be able to tune them such that their memory usage is maximized for a given running time or hashes per second throughput. For example, a scheme that can be tuned to achieve 1000 hashes/s at 16 MB memory usage per hash computed might win competition over a scheme that only achieves at most 10 hashes/s at the same memory usage on the same server. The latter happens not to be usable for password authentication on a server at that memory cost setting.
Of course, there are also applications where the absolute maximum memory usage is not desirable - e.g., 1 second of running time might be affordable for deriving an encrypted filesystem key, but only e.g. 256 MB of free RAM might be available on a mobile device. There are PHC finalists that can be tuned to limit their memory usage as well, even if tuned to run for a long time, or that don't use much memory at all.
Disclosure: I am the submitter of yescrypt. I also participate on the PHC panel (non-voting, because of having my own submission), along with many others.
Which, for example, is why something based on SHA3 is bad, because your typical server is just going to be doing SHA3 hashes via CPU. Except SHA3 was chosen to be ASIC-friendly, so your attacker will be able to calculate SHA3 faster than you. As long as the attacker has no faster calculation method than the one you're using, the absolute speed doesn't matter. This is why scrypt, bcrypt (and to a lesser extent pbkdf2-hmac-sha256) are doing well, because running them on GPU or ASIC isn't meaningfully faster than the CPU implementation the defender is using.
All that's left at that point is making it as expensive as possible for them to parallelize their attack. Which is what scrypt and other things attempt to do -- require as many non-CPU resources (memory, hd space, etc) so that the attacker's parallelization cost is also maximized.
(Personally, I've been playing around with the idea of incorporating random accesses to a 2-tb file of random data, so that the attacker would have a HUGE amount of data to steal before my hashes would work. And they'd have to establish shared access to all the CPUs/etc they're attacking with)
[1] https://password-hashing.net/wiki/doku.php/yescrypt#read-onl...
I'm really intrigued by one of the planned features... "Hash upgrades to higher cost settings without knowledge of passwords". I can think of a way to implement that alone, but to pack that all in with those other features will be really impressive. And would be a huge boon to systems w/ infrequently logging-in users.
Unfortunately, with memory-hard schemes such upgrades involve an efficiency loss in terms of normalized area-time, and there's a tradeoff between granularity of upgrades and efficiency. For Catena (another PHC finalist that supports these), the time granularity is 2x to 3x, with efficiency down to 33.3%+ of non-upgraded hashes (after many upgrades). For yescrypt, it's 4x to 5x granularity and 60%+ efficiency, respectively. (I felt that 33.3%+ is just not good enough - in my opinion, it's usually better to postpone the upgrade until 60%+ can be achieved rather than upgrade early and prevent it from ever being achieved. The next easy step would be 77.7%+, but the granularity would be too high.)
At the same time, support for ROM access frequency tuning (and thus for ROM-on-SSD, as opposed to ROM-in-RAM) has been dropped from yescrypt for now. The rationale is that builtin ROM-on-SSD didn't make enough sense without also having a ROM-in-RAM (in use cases for the former, the latter would also be easily affordable, including complexity wise, and would provide significant extra defense), and supporting two ROMs at once would be further beyond the comfort level for complexity of a hashing scheme in PHC (yescrypt is already somewhat beyond the comfort level). Support for two ROMs along with access frequency tuning might be re-added in an extended revision of yescrypt for specialized use cases at a later time, but this will be outside of PHC.
That's fairly simple to do:
Do a standard password hash as usual (with salt, of course), then use the hash as an index into the data (or the low/high N bits of the hash, whatever) and use that as the final password hash. Just don't lose the data!
Effectively using your password/salt as the key to a hashmap containing random data.
Still trying to play with it to see if I can make it harder to parallelize assuming attacker does get the file. But that gets into designing an entire password hash, not just a friendly wrapper, which is more than I'm prepare to chew on right now :)
http://www.openwall.com/presentations/ZeroNights2012-New-In-...
https://medium.com/@TapLink/the-password-defense-league-c416...
(I'm not happy with how Jeremy re-purposed the words "blind hashing" to mean essentially the approach I had recommended as a better alternative to his original "blind hashing", which I criticized in the ZeroNights talk, but other than that I agree with what he wrote.)
To "make it harder to parallelize assuming attacker does get the file" (actually, to increase the cost per candidate password tested, not to make anything literally "hard to do"), I propose that "best of both worlds" approach (see my ZeroNights slides). And you're right, this means "designing an entire password hash, not just a friendly wrapper" (thus, different from Jeremy's work, and more similar to my work on yescrypt).
I.e. out = hash xor data[hash] xor data[hash xor data[hash]] ...
Alternative phrasing: out_n = data[hash xor out_(n-1)] xor out_(n-1), where out_1 = data[hash] xor hash
"Random" accesses throughout the file - not the easiest to run in parallel.
(That being said, I haven't checked to see if this is breakable)
Ideally you want algorithms that are hard to design custom hardware for, or in other words, are very efficient on general purpose hardware (CPU/GPU). You can then stretch the algorithm to take 200ms on your server without it being doable in nanoseconds by dedicated hardware
I'm not entirely sure what "too slow for its memory usage means", but I would guess that it doesn't use enough memory which means ASICs/FPGAs are relatively easier to make for it
One of the non-finalists (Centrifuge) was criticised for byte-grained random memory accesses. A random access to main memory causes a row activation delay of roughly 50ns, so one should access many nearby bytes to make up for that.
These finalists try to improve upon scrypt (increase attack/defense cost ratio or/and avoid cache-timing side-channels while building upon ideas from scrypt and more): Argon, Catena, Lyra2, yescrypt, and maybe POMELO. Ditto for some non-finalists: Gambit, RIG, TwoCats. (Arguably some other non-finalists fall in this category as well.)
These finalists include bcrypt-like components or properties while being scalable (to a varying extent) to larger than bcrypt's memory usage: battcrypt, POMELO, Pufferfish, yescrypt. And a non-finalist: TwoCats. Unlike bcrypt itself, battcrypt is likely to be implementable in scripting languages that offer native Blowfish.
These finalists are totally different from bcrypt and scrypt, not trying to improve upon them nor even be on par with them: Makwa and Parallel. They are for different applications than bcrypt and scrypt. Parallel can be said to try to improve upon PBKDF2, though.
As to more specific comparisons, with benchmarks and cost estimates for various settings on various types of hardware, this goes beyond a comment reply like this (or I'd need to focus on one PHC candidate, like mine, which would be unfair). It is a topic for the PHC discussions list and for materials included with each PHC candidate (some do include various numbers or/and claims to this extent).
As for security margins? That remains to be seen.