/src/nettle/camellia-absorb.c
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1  |  | /* camellia-absorb.c  | 
2  |  |  | 
3  |  |    Final key setup processing for the camellia block cipher.  | 
4  |  |  | 
5  |  |    Copyright (C) 2006,2007 NTT  | 
6  |  |    (Nippon Telegraph and Telephone Corporation).  | 
7  |  |  | 
8  |  |    Copyright (C) 2010 Niels Möller  | 
9  |  |  | 
10  |  |    This file is part of GNU Nettle.  | 
11  |  |  | 
12  |  |    GNU Nettle is free software: you can redistribute it and/or  | 
13  |  |    modify it under the terms of either:  | 
14  |  |  | 
15  |  |      * the GNU Lesser General Public License as published by the Free  | 
16  |  |        Software Foundation; either version 3 of the License, or (at your  | 
17  |  |        option) any later version.  | 
18  |  |  | 
19  |  |    or  | 
20  |  |  | 
21  |  |      * the GNU General Public License as published by the Free  | 
22  |  |        Software Foundation; either version 2 of the License, or (at your  | 
23  |  |        option) any later version.  | 
24  |  |  | 
25  |  |    or both in parallel, as here.  | 
26  |  |  | 
27  |  |    GNU Nettle is distributed in the hope that it will be useful,  | 
28  |  |    but WITHOUT ANY WARRANTY; without even the implied warranty of  | 
29  |  |    MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU  | 
30  |  |    General Public License for more details.  | 
31  |  |  | 
32  |  |    You should have received copies of the GNU General Public License and  | 
33  |  |    the GNU Lesser General Public License along with this program.  If  | 
34  |  |    not, see http://www.gnu.org/licenses/.  | 
35  |  | */  | 
36  |  |  | 
37  |  | /*  | 
38  |  |  * Algorithm Specification   | 
39  |  |  *  http://info.isl.ntt.co.jp/crypt/eng/camellia/specifications.html  | 
40  |  |  */  | 
41  |  |  | 
42  |  | /* Based on camellia.c ver 1.2.0, see  | 
43  |  |    http://info.isl.ntt.co.jp/crypt/eng/camellia/dl/camellia-LGPL-1.2.0.tar.gz.  | 
44  |  |  */  | 
45  |  |  | 
46  |  | #if HAVE_CONFIG_H  | 
47  |  | # include "config.h"  | 
48  |  | #endif  | 
49  |  |  | 
50  |  | /* For CHAR_BIT, needed by HAVE_NATIVE_64_BIT */  | 
51  |  | #include <limits.h>  | 
52  |  |  | 
53  |  | #include "camellia-internal.h"  | 
54  |  |  | 
55  |  | #include "macros.h"  | 
56  |  |  | 
57  |  | void  | 
58  |  | _nettle_camellia_absorb(unsigned nkeys, uint64_t *dst, uint64_t *subkey)  | 
59  | 0  | { | 
60  | 0  |   uint64_t kw2, kw4;  | 
61  | 0  |   uint32_t dw, tl, tr;  | 
62  | 0  |   unsigned i;  | 
63  |  |     | 
64  |  |   /* At this point, the subkey array contains the subkeys as described  | 
65  |  |      in the spec, 26 for short keys and 34 for large keys. */  | 
66  |  |  | 
67  |  |   /* absorb kw2 to other subkeys */  | 
68  | 0  |   kw2 = subkey[1];  | 
69  |  | 
  | 
70  | 0  |   subkey[3] ^= kw2;  | 
71  | 0  |   subkey[5] ^= kw2;  | 
72  | 0  |   subkey[7] ^= kw2;  | 
73  | 0  |   for (i = 8; i < nkeys; i += 8)  | 
74  | 0  |     { | 
75  |  |       /* FIXME: gcc for x86_32 is smart enough to fetch the 32 low bits  | 
76  |  |    and xor the result into the 32 high bits, but it still generates  | 
77  |  |    worse code than for explicit 32-bit operations. */  | 
78  | 0  |       kw2 ^= (kw2 & ~subkey[i+1]) << 32;  | 
79  | 0  |       dw = (kw2 & subkey[i+1]) >> 32; kw2 ^= ROTL32(1, dw);   | 
80  |  | 
  | 
81  | 0  |       subkey[i+3] ^= kw2;  | 
82  | 0  |       subkey[i+5] ^= kw2;  | 
83  | 0  |       subkey[i+7] ^= kw2;  | 
84  | 0  |     }  | 
85  | 0  |   subkey[i] ^= kw2;  | 
86  |  |     | 
87  |  |   /* absorb kw4 to other subkeys */    | 
88  | 0  |   kw4 = subkey[nkeys + 1];  | 
89  |  | 
  | 
90  | 0  |   for (i = nkeys - 8; i > 0; i -= 8)  | 
91  | 0  |     { | 
92  | 0  |       subkey[i+6] ^= kw4;  | 
93  | 0  |       subkey[i+4] ^= kw4;  | 
94  | 0  |       subkey[i+2] ^= kw4;  | 
95  | 0  |       kw4 ^= (kw4 & ~subkey[i]) << 32;  | 
96  | 0  |       dw = (kw4 & subkey[i]) >> 32; kw4 ^= ROTL32(1, dw);        | 
97  | 0  |     }  | 
98  |  | 
  | 
99  | 0  |   subkey[6] ^= kw4;  | 
100  | 0  |   subkey[4] ^= kw4;  | 
101  | 0  |   subkey[2] ^= kw4;  | 
102  | 0  |   subkey[0] ^= kw4;  | 
103  |  |  | 
104  |  |   /* key XOR is end of F-function */  | 
105  | 0  |   dst[0] = subkey[0] ^ subkey[2];  | 
106  | 0  |   dst[1] = subkey[3];  | 
107  |  | 
  | 
108  | 0  |   dst[2] = subkey[2] ^ subkey[4];  | 
109  | 0  |   dst[3] = subkey[3] ^ subkey[5];  | 
110  | 0  |   dst[4] = subkey[4] ^ subkey[6];  | 
111  | 0  |   dst[5] = subkey[5] ^ subkey[7];  | 
112  |  | 
  | 
113  | 0  |   for (i = 8; i < nkeys; i += 8)  | 
114  | 0  |     { | 
115  | 0  |       tl = (subkey[i+2] >> 32) ^ (subkey[i+2] & ~subkey[i]);  | 
116  | 0  |       dw = tl & (subkey[i] >> 32);  | 
117  | 0  |       tr = subkey[i+2] ^ ROTL32(1, dw);  | 
118  | 0  |       dst[i-2] = subkey[i-2] ^ ( ((uint64_t) tl << 32) | tr);  | 
119  |  | 
  | 
120  | 0  |       dst[i-1] = subkey[i];  | 
121  | 0  |       dst[i] = subkey[i+1];  | 
122  |  | 
  | 
123  | 0  |       tl = (subkey[i-1] >> 32) ^ (subkey[i-1] & ~subkey[i+1]);  | 
124  | 0  |       dw = tl & (subkey[i+1] >> 32);  | 
125  | 0  |       tr = subkey[i-1] ^ ROTL32(1, dw);  | 
126  | 0  |       dst[i+1] = subkey[i+3] ^ ( ((uint64_t) tl << 32) | tr);  | 
127  |  | 
  | 
128  | 0  |       dst[i+2] = subkey[i+2] ^ subkey[i+4];  | 
129  | 0  |       dst[i+3] = subkey[i+3] ^ subkey[i+5];  | 
130  | 0  |       dst[i+4] = subkey[i+4] ^ subkey[i+6];  | 
131  | 0  |       dst[i+5] = subkey[i+5] ^ subkey[i+7];  | 
132  | 0  |     }  | 
133  | 0  |   dst[i-2] = subkey[i-2];  | 
134  | 0  |   dst[i-1] = subkey[i] ^ subkey[i-1];  | 
135  |  | 
  | 
136  |  | #if !HAVE_NATIVE_64_BIT  | 
137  |  |   for (i = 0; i < nkeys; i += 8)  | 
138  |  |     { | 
139  |  |       /* apply the inverse of the last half of F-function */  | 
140  |  |       CAMELLIA_F_HALF_INV(dst[i+1]);  | 
141  |  |       CAMELLIA_F_HALF_INV(dst[i+2]);  | 
142  |  |       CAMELLIA_F_HALF_INV(dst[i+3]);  | 
143  |  |       CAMELLIA_F_HALF_INV(dst[i+4]);  | 
144  |  |       CAMELLIA_F_HALF_INV(dst[i+5]);  | 
145  |  |       CAMELLIA_F_HALF_INV(dst[i+6]);  | 
146  |  |     }  | 
147  |  | #endif  | 
148  |  |     | 
149  | 0  | }  |