Loading crypto/modes/gcm128.c +81 −10 Original line number Diff line number Diff line Loading @@ -82,6 +82,40 @@ } \ } while(0) /* * Even though permitted values for TABLE_BITS are 8, 4 and 1, it should * never be set to 8. 8 is effectively reserved for testing purposes. * TABLE_BITS>1 are lookup-table-driven implementations referred to as * "Shoup's" in GCM specification. In other words OpenSSL does not cover * whole spectrum of possible table driven implementations. Why? In * non-"Shoup's" case memory access pattern is segmented in such manner, * that it's trivial to see that cache timing information can reveal * fair portion of intermediate hash value. Given that ciphertext is * always available to attacker, it's possible for him to attempt to * deduce secret parameter H and if successful, tamper with messages * [which is nothing but trivial in CTR mode]. In "Shoup's" case it's * not as trivial, but there is no reason to believe that it's resistant * to cache-timing attack. And the thing about "8-bit" implementation is * that it consumes 16 (sixteen) times more memory, 4KB per individual * key + 1KB shared. Well, on pros side it should be twice as fast as * "4-bit" version. And for gcc-generated x86[_64] code, "8-bit" version * was observed to run ~75% faster, closer to 100% for commercial * compilers... Yet "4-bit" procedure is preferred, because it's * believed to provide better security-performance balance and adequate * all-round performance. "All-round" refers to things like: * * - shorter setup time effectively improves overall timing for * handling short messages; * - larger table allocation can become unbearable because of VM * subsystem penalties (for example on Windows large enough free * results in VM working set trimming, meaning that consequent * malloc would immediately incur working set expansion); * - larger table has larger cache footprint, which can affect * performance of other code paths (not necessarily even from same * thread in Hyper-Threading world); * * Value of 1 is not appropriate for performance reasons. */ #if TABLE_BITS==8 static void gcm_init_8bit(u128 Htable[256], u64 H[2]) Loading @@ -108,7 +142,7 @@ static void gcm_init_8bit(u128 Htable[256], u64 H[2]) } } static void gcm_gmult_8bit(u64 Xi[2], u128 Htable[256]) static void gcm_gmult_8bit(u64 Xi[2], const u128 Htable[256]) { u128 Z = { 0, 0}; const u8 *xi = (const u8 *)Xi+15; Loading Loading @@ -612,7 +646,7 @@ static void gcm_gmult_1bit(u64 Xi[2],const u64 H[2]) (defined(__i386) || defined(__i386__) || \ defined(__x86_64) || defined(__x86_64__) || \ defined(_M_IX86) || defined(_M_AMD64) || defined(_M_X64)) # define GHASH_ASM_IAX # define GHASH_ASM_X86_OR_64 extern unsigned int OPENSSL_ia32cap_P[2]; void gcm_init_clmul(u128 Htable[16],const u64 Xi[2]); Loading @@ -628,10 +662,7 @@ void gcm_gmult_4bit_x86(u64 Xi[2],const u128 Htable[16]); void gcm_ghash_4bit_x86(u64 Xi[2],const u128 Htable[16],const u8 *inp,size_t len); # endif # undef GCM_MUL # define GCM_MUL(ctx,Xi) (*((ctx)->gmult))(ctx->Xi.u,ctx->Htable) # undef GHASH # define GHASH(ctx,in,len) (*((ctx)->ghash))((ctx)->Xi.u,(ctx)->Htable,in,len) # define GCM_FUNCREF_4BIT #endif void CRYPTO_gcm128_init(GCM128_CONTEXT *ctx,void *key,block128_f block) Loading Loading @@ -662,7 +693,7 @@ void CRYPTO_gcm128_init(GCM128_CONTEXT *ctx,void *key,block128_f block) #if TABLE_BITS==8 gcm_init_8bit(ctx->Htable,ctx->H.u); #elif TABLE_BITS==4 # if defined(GHASH_ASM_IAX) /* both x86 and x86_64 */ # if defined(GHASH_ASM_X86_OR_64) # if !defined(GHASH_ASM_X86) || defined(OPENSSL_IA32_SSE2) if (OPENSSL_ia32cap_P[1]&(1<<1)) { gcm_init_clmul(ctx->Htable,ctx->H.u); Loading Loading @@ -694,6 +725,9 @@ void CRYPTO_gcm128_setiv(GCM128_CONTEXT *ctx,const unsigned char *iv,size_t len) { const union { long one; char little; } is_endian = {1}; unsigned int ctr; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; #endif ctx->Yi.u[0] = 0; ctx->Yi.u[1] = 0; Loading Loading @@ -762,6 +796,13 @@ int CRYPTO_gcm128_aad(GCM128_CONTEXT *ctx,const unsigned char *aad,size_t len) size_t i; unsigned int n; u64 alen = ctx->len.u[0]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif if (ctx->len.u[1]) return -2; Loading Loading @@ -815,6 +856,13 @@ int CRYPTO_gcm128_encrypt(GCM128_CONTEXT *ctx, unsigned int n, ctr; size_t i; u64 mlen = ctx->len.u[1]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif #if 0 n = (unsigned int)mlen%16; /* alternative to ctx->mres */ Loading Loading @@ -956,6 +1004,13 @@ int CRYPTO_gcm128_decrypt(GCM128_CONTEXT *ctx, unsigned int n, ctr; size_t i; u64 mlen = ctx->len.u[1]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif mlen += len; if (mlen>((U64(1)<<36)-32) || (sizeof(len)==8 && mlen<len)) Loading Loading @@ -1100,6 +1155,13 @@ int CRYPTO_gcm128_encrypt_ctr32(GCM128_CONTEXT *ctx, unsigned int n, ctr; size_t i; u64 mlen = ctx->len.u[1]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif mlen += len; if (mlen>((U64(1)<<36)-32) || (sizeof(len)==8 && mlen<len)) Loading Loading @@ -1191,6 +1253,13 @@ int CRYPTO_gcm128_decrypt_ctr32(GCM128_CONTEXT *ctx, unsigned int n, ctr; size_t i; u64 mlen = ctx->len.u[1]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif mlen += len; if (mlen>((U64(1)<<36)-32) || (sizeof(len)==8 && mlen<len)) Loading Loading @@ -1287,6 +1356,9 @@ int CRYPTO_gcm128_finish(GCM128_CONTEXT *ctx,const unsigned char *tag, const union { long one; char little; } is_endian = {1}; u64 alen = ctx->len.u[0]<<3; u64 clen = ctx->len.u[1]<<3; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; #endif if (ctx->mres) GCM_MUL(ctx,Xi); Loading Loading @@ -1395,9 +1467,8 @@ static const u8 P4[]= {0xd9,0x31,0x32,0x25,0xf8,0x84,0x06,0xe5,0xa5,0x59,0x09,0 /* Test Case 5 */ #define K5 K4 #define P5 P4 static const u8 A5[]= {0xfe,0xed,0xfa,0xce,0xde,0xad,0xbe,0xef,0xfe,0xed,0xfa,0xce,0xde,0xad,0xbe,0xef, 0xab,0xad,0xda,0xd2}, IV5[]= {0xca,0xfe,0xba,0xbe,0xfa,0xce,0xdb,0xad}, #define A5 A4 static const u8 IV5[]= {0xca,0xfe,0xba,0xbe,0xfa,0xce,0xdb,0xad}, C5[]= {0x61,0x35,0x3b,0x4c,0x28,0x06,0x93,0x4a,0x77,0x7f,0xf5,0x1f,0xa2,0x2a,0x47,0x55, 0x69,0x9b,0x2a,0x71,0x4f,0xcd,0xc6,0xf8,0x37,0x66,0xe5,0xf9,0x7b,0x6c,0x74,0x23, 0x73,0x80,0x69,0x00,0xe4,0x9f,0x24,0xb2,0x2b,0x09,0x75,0x44,0xd4,0x89,0x6b,0x42, Loading crypto/modes/modes_lcl.h +22 −37 Original line number Diff line number Diff line Loading @@ -29,7 +29,10 @@ typedef unsigned char u8; #if defined(__i386) || defined(__i386__) || \ defined(__x86_64) || defined(__x86_64__) || \ defined(_M_IX86) || defined(_M_AMD64) || defined(_M_X64) || \ defined(__s390__) || defined(__s390x__) defined(__s390__) || defined(__s390x__) || \ ( (defined(__arm__) || defined(__arm)) && \ (defined(__ARM_ARCH_7__) || defined(__ARM_ARCH_7A__) || \ defined(__ARM_ARCH_7R__) || defined(__ARM_ARCH_7M__)) ) # undef STRICT_ALIGNMENT #endif Loading @@ -37,19 +40,28 @@ typedef unsigned char u8; #if defined(__GNUC__) && __GNUC__>=2 # if defined(__x86_64) || defined(__x86_64__) # define BSWAP8(x) ({ u64 ret=(x); \ asm volatile ("bswapq %0" \ asm ("bswapq %0" \ : "+r"(ret)); ret; }) # define BSWAP4(x) ({ u32 ret=(x); \ asm volatile ("bswapl %0" \ asm ("bswapl %0" \ : "+r"(ret)); ret; }) # elif (defined(__i386) || defined(__i386__)) # define BSWAP8(x) ({ u32 lo=(u64)(x)>>32,hi=(x); \ asm volatile ("bswapl %0; bswapl %1" \ asm ("bswapl %0; bswapl %1" \ : "+r"(hi),"+r"(lo)); \ (u64)hi<<32|lo; }) # define BSWAP4(x) ({ u32 ret=(x); \ asm volatile ("bswapl %0" \ asm ("bswapl %0" \ : "+r"(ret)); ret; }) # elif (defined(__arm__) || defined(__arm)) && !defined(STRICT_ALIGNMENT) # define BSWAP8(x) ({ u32 lo=(u64)(x)>>32,hi=(x); \ asm ("rev %0,%0; rev %1,%1" \ : "+r"(hi),"+r"(lo)); \ (u64)hi<<32|lo; }) # define BSWAP4(x) ({ u32 ret; \ asm ("rev %0,%1" \ : "=r"(ret) : "r"((u32)(x))); \ ret; }) # endif #elif defined(_MSC_VER) # if _MSC_VER>=1300 Loading Loading @@ -83,43 +95,16 @@ typedef struct { u64 hi,lo; } u128; #endif /* * Even though permitted values for TABLE_BITS are 8, 4 and 1, it should * never be set to 8. 8 is effectively reserved for testing purposes. * TABLE_BITS>1 are lookup-table-driven implementations referred to as * "Shoup's" in GCM specification. In other words OpenSSL does not cover * whole spectrum of possible table driven implementations. Why? In * non-"Shoup's" case memory access pattern is segmented in such manner, * that it's trivial to see that cache timing information can reveal * fair portion of intermediate hash value. Given that ciphertext is * always available to attacker, it's possible for him to attempt to * deduce secret parameter H and if successful, tamper with messages * [which is nothing but trivial in CTR mode]. In "Shoup's" case it's * not as trivial, but there is no reason to believe that it's resistant * to cache-timing attack. And the thing about "8-bit" implementation is * that it consumes 16 (sixteen) times more memory, 4KB per individual * key + 1KB shared. Well, on pros side it should be twice as fast as * "4-bit" version. And for gcc-generated x86[_64] code, "8-bit" version * was observed to run ~75% faster, closer to 100% for commercial * compilers... Yet "4-bit" procedure is preferred, because it's * believed to provide better security-performance balance and adequate * all-round performance. "All-round" refers to things like: * * - shorter setup time effectively improves overall timing for * handling short messages; * - larger table allocation can become unbearable because of VM * subsystem penalties (for example on Windows large enough free * results in VM working set trimming, meaning that consequent * malloc would immediately incur working set expansion); * - larger table has larger cache footprint, which can affect * performance of other code paths (not necessarily even from same * thread in Hyper-Threading world); * never be set to 8 [or 1]. For further information see gcm128.c. */ #define TABLE_BITS 4 struct gcm128_context { /* Following 6 names follow names in GCM specification */ union { u64 u[2]; u32 d[4]; u8 c[16]; } Yi,EKi,EK0, Xi,H,len; /* Pre-computed table used by gcm_gmult_* */ union { u64 u[2]; u32 d[4]; u8 c[16]; } Yi,EKi,EK0,len, Xi,H; /* Relative position of Xi, H and pre-computed Htable is used * in some assembler modules, i.e. don't change the order! */ #if TABLE_BITS==8 u128 Htable[256]; #else Loading Loading
crypto/modes/gcm128.c +81 −10 Original line number Diff line number Diff line Loading @@ -82,6 +82,40 @@ } \ } while(0) /* * Even though permitted values for TABLE_BITS are 8, 4 and 1, it should * never be set to 8. 8 is effectively reserved for testing purposes. * TABLE_BITS>1 are lookup-table-driven implementations referred to as * "Shoup's" in GCM specification. In other words OpenSSL does not cover * whole spectrum of possible table driven implementations. Why? In * non-"Shoup's" case memory access pattern is segmented in such manner, * that it's trivial to see that cache timing information can reveal * fair portion of intermediate hash value. Given that ciphertext is * always available to attacker, it's possible for him to attempt to * deduce secret parameter H and if successful, tamper with messages * [which is nothing but trivial in CTR mode]. In "Shoup's" case it's * not as trivial, but there is no reason to believe that it's resistant * to cache-timing attack. And the thing about "8-bit" implementation is * that it consumes 16 (sixteen) times more memory, 4KB per individual * key + 1KB shared. Well, on pros side it should be twice as fast as * "4-bit" version. And for gcc-generated x86[_64] code, "8-bit" version * was observed to run ~75% faster, closer to 100% for commercial * compilers... Yet "4-bit" procedure is preferred, because it's * believed to provide better security-performance balance and adequate * all-round performance. "All-round" refers to things like: * * - shorter setup time effectively improves overall timing for * handling short messages; * - larger table allocation can become unbearable because of VM * subsystem penalties (for example on Windows large enough free * results in VM working set trimming, meaning that consequent * malloc would immediately incur working set expansion); * - larger table has larger cache footprint, which can affect * performance of other code paths (not necessarily even from same * thread in Hyper-Threading world); * * Value of 1 is not appropriate for performance reasons. */ #if TABLE_BITS==8 static void gcm_init_8bit(u128 Htable[256], u64 H[2]) Loading @@ -108,7 +142,7 @@ static void gcm_init_8bit(u128 Htable[256], u64 H[2]) } } static void gcm_gmult_8bit(u64 Xi[2], u128 Htable[256]) static void gcm_gmult_8bit(u64 Xi[2], const u128 Htable[256]) { u128 Z = { 0, 0}; const u8 *xi = (const u8 *)Xi+15; Loading Loading @@ -612,7 +646,7 @@ static void gcm_gmult_1bit(u64 Xi[2],const u64 H[2]) (defined(__i386) || defined(__i386__) || \ defined(__x86_64) || defined(__x86_64__) || \ defined(_M_IX86) || defined(_M_AMD64) || defined(_M_X64)) # define GHASH_ASM_IAX # define GHASH_ASM_X86_OR_64 extern unsigned int OPENSSL_ia32cap_P[2]; void gcm_init_clmul(u128 Htable[16],const u64 Xi[2]); Loading @@ -628,10 +662,7 @@ void gcm_gmult_4bit_x86(u64 Xi[2],const u128 Htable[16]); void gcm_ghash_4bit_x86(u64 Xi[2],const u128 Htable[16],const u8 *inp,size_t len); # endif # undef GCM_MUL # define GCM_MUL(ctx,Xi) (*((ctx)->gmult))(ctx->Xi.u,ctx->Htable) # undef GHASH # define GHASH(ctx,in,len) (*((ctx)->ghash))((ctx)->Xi.u,(ctx)->Htable,in,len) # define GCM_FUNCREF_4BIT #endif void CRYPTO_gcm128_init(GCM128_CONTEXT *ctx,void *key,block128_f block) Loading Loading @@ -662,7 +693,7 @@ void CRYPTO_gcm128_init(GCM128_CONTEXT *ctx,void *key,block128_f block) #if TABLE_BITS==8 gcm_init_8bit(ctx->Htable,ctx->H.u); #elif TABLE_BITS==4 # if defined(GHASH_ASM_IAX) /* both x86 and x86_64 */ # if defined(GHASH_ASM_X86_OR_64) # if !defined(GHASH_ASM_X86) || defined(OPENSSL_IA32_SSE2) if (OPENSSL_ia32cap_P[1]&(1<<1)) { gcm_init_clmul(ctx->Htable,ctx->H.u); Loading Loading @@ -694,6 +725,9 @@ void CRYPTO_gcm128_setiv(GCM128_CONTEXT *ctx,const unsigned char *iv,size_t len) { const union { long one; char little; } is_endian = {1}; unsigned int ctr; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; #endif ctx->Yi.u[0] = 0; ctx->Yi.u[1] = 0; Loading Loading @@ -762,6 +796,13 @@ int CRYPTO_gcm128_aad(GCM128_CONTEXT *ctx,const unsigned char *aad,size_t len) size_t i; unsigned int n; u64 alen = ctx->len.u[0]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif if (ctx->len.u[1]) return -2; Loading Loading @@ -815,6 +856,13 @@ int CRYPTO_gcm128_encrypt(GCM128_CONTEXT *ctx, unsigned int n, ctr; size_t i; u64 mlen = ctx->len.u[1]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif #if 0 n = (unsigned int)mlen%16; /* alternative to ctx->mres */ Loading Loading @@ -956,6 +1004,13 @@ int CRYPTO_gcm128_decrypt(GCM128_CONTEXT *ctx, unsigned int n, ctr; size_t i; u64 mlen = ctx->len.u[1]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif mlen += len; if (mlen>((U64(1)<<36)-32) || (sizeof(len)==8 && mlen<len)) Loading Loading @@ -1100,6 +1155,13 @@ int CRYPTO_gcm128_encrypt_ctr32(GCM128_CONTEXT *ctx, unsigned int n, ctr; size_t i; u64 mlen = ctx->len.u[1]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif mlen += len; if (mlen>((U64(1)<<36)-32) || (sizeof(len)==8 && mlen<len)) Loading Loading @@ -1191,6 +1253,13 @@ int CRYPTO_gcm128_decrypt_ctr32(GCM128_CONTEXT *ctx, unsigned int n, ctr; size_t i; u64 mlen = ctx->len.u[1]; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; # ifdef GHASH void (*gcm_ghash_4bit)(u64 Xi[2],const u128 Htable[16], const u8 *inp,size_t len) = ctx->ghash; # endif #endif mlen += len; if (mlen>((U64(1)<<36)-32) || (sizeof(len)==8 && mlen<len)) Loading Loading @@ -1287,6 +1356,9 @@ int CRYPTO_gcm128_finish(GCM128_CONTEXT *ctx,const unsigned char *tag, const union { long one; char little; } is_endian = {1}; u64 alen = ctx->len.u[0]<<3; u64 clen = ctx->len.u[1]<<3; #ifdef GCM_FUNCREF_4BIT void (*gcm_gmult_4bit)(u64 Xi[2],const u128 Htable[16]) = ctx->gmult; #endif if (ctx->mres) GCM_MUL(ctx,Xi); Loading Loading @@ -1395,9 +1467,8 @@ static const u8 P4[]= {0xd9,0x31,0x32,0x25,0xf8,0x84,0x06,0xe5,0xa5,0x59,0x09,0 /* Test Case 5 */ #define K5 K4 #define P5 P4 static const u8 A5[]= {0xfe,0xed,0xfa,0xce,0xde,0xad,0xbe,0xef,0xfe,0xed,0xfa,0xce,0xde,0xad,0xbe,0xef, 0xab,0xad,0xda,0xd2}, IV5[]= {0xca,0xfe,0xba,0xbe,0xfa,0xce,0xdb,0xad}, #define A5 A4 static const u8 IV5[]= {0xca,0xfe,0xba,0xbe,0xfa,0xce,0xdb,0xad}, C5[]= {0x61,0x35,0x3b,0x4c,0x28,0x06,0x93,0x4a,0x77,0x7f,0xf5,0x1f,0xa2,0x2a,0x47,0x55, 0x69,0x9b,0x2a,0x71,0x4f,0xcd,0xc6,0xf8,0x37,0x66,0xe5,0xf9,0x7b,0x6c,0x74,0x23, 0x73,0x80,0x69,0x00,0xe4,0x9f,0x24,0xb2,0x2b,0x09,0x75,0x44,0xd4,0x89,0x6b,0x42, Loading
crypto/modes/modes_lcl.h +22 −37 Original line number Diff line number Diff line Loading @@ -29,7 +29,10 @@ typedef unsigned char u8; #if defined(__i386) || defined(__i386__) || \ defined(__x86_64) || defined(__x86_64__) || \ defined(_M_IX86) || defined(_M_AMD64) || defined(_M_X64) || \ defined(__s390__) || defined(__s390x__) defined(__s390__) || defined(__s390x__) || \ ( (defined(__arm__) || defined(__arm)) && \ (defined(__ARM_ARCH_7__) || defined(__ARM_ARCH_7A__) || \ defined(__ARM_ARCH_7R__) || defined(__ARM_ARCH_7M__)) ) # undef STRICT_ALIGNMENT #endif Loading @@ -37,19 +40,28 @@ typedef unsigned char u8; #if defined(__GNUC__) && __GNUC__>=2 # if defined(__x86_64) || defined(__x86_64__) # define BSWAP8(x) ({ u64 ret=(x); \ asm volatile ("bswapq %0" \ asm ("bswapq %0" \ : "+r"(ret)); ret; }) # define BSWAP4(x) ({ u32 ret=(x); \ asm volatile ("bswapl %0" \ asm ("bswapl %0" \ : "+r"(ret)); ret; }) # elif (defined(__i386) || defined(__i386__)) # define BSWAP8(x) ({ u32 lo=(u64)(x)>>32,hi=(x); \ asm volatile ("bswapl %0; bswapl %1" \ asm ("bswapl %0; bswapl %1" \ : "+r"(hi),"+r"(lo)); \ (u64)hi<<32|lo; }) # define BSWAP4(x) ({ u32 ret=(x); \ asm volatile ("bswapl %0" \ asm ("bswapl %0" \ : "+r"(ret)); ret; }) # elif (defined(__arm__) || defined(__arm)) && !defined(STRICT_ALIGNMENT) # define BSWAP8(x) ({ u32 lo=(u64)(x)>>32,hi=(x); \ asm ("rev %0,%0; rev %1,%1" \ : "+r"(hi),"+r"(lo)); \ (u64)hi<<32|lo; }) # define BSWAP4(x) ({ u32 ret; \ asm ("rev %0,%1" \ : "=r"(ret) : "r"((u32)(x))); \ ret; }) # endif #elif defined(_MSC_VER) # if _MSC_VER>=1300 Loading Loading @@ -83,43 +95,16 @@ typedef struct { u64 hi,lo; } u128; #endif /* * Even though permitted values for TABLE_BITS are 8, 4 and 1, it should * never be set to 8. 8 is effectively reserved for testing purposes. * TABLE_BITS>1 are lookup-table-driven implementations referred to as * "Shoup's" in GCM specification. In other words OpenSSL does not cover * whole spectrum of possible table driven implementations. Why? In * non-"Shoup's" case memory access pattern is segmented in such manner, * that it's trivial to see that cache timing information can reveal * fair portion of intermediate hash value. Given that ciphertext is * always available to attacker, it's possible for him to attempt to * deduce secret parameter H and if successful, tamper with messages * [which is nothing but trivial in CTR mode]. In "Shoup's" case it's * not as trivial, but there is no reason to believe that it's resistant * to cache-timing attack. And the thing about "8-bit" implementation is * that it consumes 16 (sixteen) times more memory, 4KB per individual * key + 1KB shared. Well, on pros side it should be twice as fast as * "4-bit" version. And for gcc-generated x86[_64] code, "8-bit" version * was observed to run ~75% faster, closer to 100% for commercial * compilers... Yet "4-bit" procedure is preferred, because it's * believed to provide better security-performance balance and adequate * all-round performance. "All-round" refers to things like: * * - shorter setup time effectively improves overall timing for * handling short messages; * - larger table allocation can become unbearable because of VM * subsystem penalties (for example on Windows large enough free * results in VM working set trimming, meaning that consequent * malloc would immediately incur working set expansion); * - larger table has larger cache footprint, which can affect * performance of other code paths (not necessarily even from same * thread in Hyper-Threading world); * never be set to 8 [or 1]. For further information see gcm128.c. */ #define TABLE_BITS 4 struct gcm128_context { /* Following 6 names follow names in GCM specification */ union { u64 u[2]; u32 d[4]; u8 c[16]; } Yi,EKi,EK0, Xi,H,len; /* Pre-computed table used by gcm_gmult_* */ union { u64 u[2]; u32 d[4]; u8 c[16]; } Yi,EKi,EK0,len, Xi,H; /* Relative position of Xi, H and pre-computed Htable is used * in some assembler modules, i.e. don't change the order! */ #if TABLE_BITS==8 u128 Htable[256]; #else Loading