Comments (5)
Hi Cmoin!
The HKDF spec isn't too sophisticated and this implementation is tested against the official test vectors - I guess WolfSSL is as well (of course that is no gurantees against bugs :))
So the first thing I would check, if the 2 HKDFs impls are feed the same way. The call
wc_HKDF(HashDefinitions_HashType__HASH_TYPE_SHA512, sharedSecret, sizeof(sharedSecret), salt, sizeof(salt), NULL, 0, derivedKey1, 32);
differs from the functions proposed in the spec https://tools.ietf.org/html/rfc5869 so I can only speculate here (but looks fine as far as I understand)
Some ideas:
- You use a 32 byte long
salt
and SHA-512; internally this salt is used as a key in HMAC which pads it to the block size of the hash, which is 128 byte. "// Keys shorter than blockSize are padded to blockSize by padding with zeros on the right" -> https://en.wikipedia.org/wiki/HMAC - this impl. uses the JCA, which should in theory correctly pad it to 128 bytes - you could try to omit the salt (the java expects null) - there is a defined behavior for this or pass a (exactly) 128 byte salt - Maybe the
null
info-parameter is handled differently, try passing the same non-null value in both impls - Maybe endianness is handled differently, try reverting the salt & shared secret byte arrays in the C impl (Java is always big-endian btw)
- Would be very strange, but make sure
HashDefinitions_HashType__HASH_TYPE_SHA512
means "HMAC with SHA512" - Typo? Are salt & secret really the same?
- Use my bytes lib for converting to hex:
Bytes.wrap(someByteArray).encodeHex()
Hope this helps
from hkdf.
Hi Patrick,
thx a lot for your quick reply! I will investigate carefully your suggestion and will let you know!
from hkdf.
omg......... I wanted to check first if HashDefinitions_HashType__HASH_TYPE_SHA512
== SHA512 (defined in WoldSSL), and it is not
I feel really sorry I disturbed you for such a stupid mistake. But anyway, if someone has the same pb as me:
This library gives the same result as WolfSSL if you replace HashDefinitions_HashType__HASH_TYPE_SHA512 by SHA512. Both gives
1b01b30e3afb8369a7be2c3362dac46185ee7d0c4494a66770d49d424e6b8fa8
Great job thank you !
from hkdf.
Not a problem, glad it worked out for you! Unfortunatly managing crypto code is usually way more complex as it should be, so dont feel bad (I can't count how many times I was in your situation)
Cheers!
from hkdf.
Yes so true. It seems that the mammouth Bouncy Castle didn't help simplify thinks unfortunatly :-(
from hkdf.
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