urbit/lib/bip158.hoon

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|%
+$ bits [wid=@ dat=@ub]
++ params
|%
++ p 19
--
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++ siphash
|= [k=byts m=byts]
^- byts
|^
?> =(wid.k 16)
?> (lte (met 3 dat.k) wid.k)
?> (lte (met 3 dat.m) wid.m)
=. k (flim:sha k)
=. m (flim:sha m)
(flim:sha (fin (comp m (init dat.k))))
:: Initialise internal state
::
++ init
|= k=@
^- [@ @ @ @]
=/ k0=@ (end [6 1] k)
=/ k1=@ (cut 6 [1 1] k)
:^ (mix k0 0x736f.6d65.7073.6575)
(mix k1 0x646f.7261.6e64.6f6d)
(mix k0 0x6c79.6765.6e65.7261)
(mix k1 0x7465.6462.7974.6573)
::
:: Compression rounds
++ comp
|= [m=byts v=[v0=@ v1=@ v2=@ v3=@]]
^- [@ @ @ @]
=/ len=@ud (div wid.m 8)
=/ last=@ (lsh [3 7] (mod wid.m 256))
=| i=@ud
=| w=@
|-
=. w (cut 6 [i 1] dat.m)
?: =(i len)
=. v3.v (mix v3.v (mix last w))
=. v (rnd (rnd v))
=. v0.v (mix v0.v (mix last w))
v
%= $
v =. v3.v (mix v3.v w)
=. v (rnd (rnd v))
=. v0.v (mix v0.v w)
v
i (add i 1)
==
::
:: Finalisation rounds
++ fin
|= v=[v0=@ v1=@ v2=@ v3=@]
^- byts
=. v2.v (mix v2.v 0xff)
=. v (rnd (rnd (rnd (rnd v))))
:- 8
:(mix v0.v v1.v v2.v v3.v)
::
:: Sipround
++ rnd
|= [v0=@ v1=@ v2=@ v3=@]
^- [@ @ @ @]
=. v0 (~(sum fe 6) v0 v1)
=. v2 (~(sum fe 6) v2 v3)
=. v1 (~(rol fe 6) 0 13 v1)
=. v3 (~(rol fe 6) 0 16 v3)
=. v1 (mix v1 v0)
=. v3 (mix v3 v2)
=. v0 (~(rol fe 6) 0 32 v0)
=. v2 (~(sum fe 6) v2 v1)
=. v0 (~(sum fe 6) v0 v3)
=. v1 (~(rol fe 6) 0 17 v1)
=. v3 (~(rol fe 6) 0 21 v3)
=. v1 (mix v1 v2)
=. v3 (mix v3 v0)
=. v2 (~(rol fe 6) 0 32 v2)
[v0 v1 v2 v3]
--
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:: +str: bit streams
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:: read is from the front
:: write appends to the back
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::
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++ str
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|%
++ read-bit
|= s=bits
^- [bit=@ub rest=bits]
?> (gth wid.s 0)
:* ?:((gth wid.s (met 0 dat.s)) 0b0 0b1)
[(dec wid.s) (end [0 (dec wid.s)] dat.s)]
==
::
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++ read-bits
|= [n=@ s=bits]
^- [bits rest=bits]
=| bs=bits
|-
?: =(n 0) [bs s]
=^ b s (read-bit s)
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$(n (dec n), bs (write-bits bs [1 b]))
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::
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++ write-bits
|= [s1=bits s2=bits]
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^- bits
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[(add wid.s1 wid.s2) (can 0 ~[s2 s1])]
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--
:: +gol: Golomb-Rice encoding/decoding
::
++ gol
|%
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:: +en: encode x and append to end of s
::
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++ en
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|= [s=bits x=@ p=@]
^- bits
=+ q=(rsh [0 p] x)
=+ unary=[+(q) (lsh [0 1] (dec (bex q)))]
=+ r=[p (end [0 p] x)]
%+ write-bits:str s
(write-bits:str unary r)
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::
++ de
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|= [s=bits p=@]
^- [delta=@ rest=bits]
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|^ ?> (gth wid.s 0)
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=^ q s (get-q s)
=^ r s (read-bits:str p s)
[(add dat.r (lsh [0 p] q)) s]
::
++ get-q
|= s=bits
=| q=@
=^ first-bit s (read-bit:str s)
|-
?: =(0 first-bit) [q s]
=^ b s (read-bit:str s)
$(first-bit b, q +(q))
--
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--
--