zfs/module/splat/splat-generic.c

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/*****************************************************************************\
* Copyright (C) 2007-2010 Lawrence Livermore National Security, LLC.
* Copyright (C) 2007 The Regents of the University of California.
* Produced at Lawrence Livermore National Laboratory (cf, DISCLAIMER).
* Written by Brian Behlendorf <behlendorf1@llnl.gov>.
* UCRL-CODE-235197
*
* This file is part of the SPL, Solaris Porting Layer.
* For details, see <http://zfsonlinux.org/>.
*
* The SPL is free software; you can redistribute it and/or modify it
* under the terms of the GNU General Public License as published by the
* Free Software Foundation; either version 2 of the License, or (at your
* option) any later version.
*
* The SPL is distributed in the hope that it will be useful, but WITHOUT
* ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or
* FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License
* for more details.
*
* You should have received a copy of the GNU General Public License along
* with the SPL. If not, see <http://www.gnu.org/licenses/>.
*****************************************************************************
* Solaris Porting LAyer Tests (SPLAT) Generic Tests.
\*****************************************************************************/
#include <sys/sunddi.h>
#include <linux/math64_compat.h>
#include "splat-internal.h"
#define SPLAT_GENERIC_NAME "generic"
#define SPLAT_GENERIC_DESC "Kernel Generic Tests"
#define SPLAT_GENERIC_TEST1_ID 0x0d01
#define SPLAT_GENERIC_TEST1_NAME "ddi_strtoul"
#define SPLAT_GENERIC_TEST1_DESC "ddi_strtoul Test"
#define SPLAT_GENERIC_TEST2_ID 0x0d02
#define SPLAT_GENERIC_TEST2_NAME "ddi_strtol"
#define SPLAT_GENERIC_TEST2_DESC "ddi_strtol Test"
#define SPLAT_GENERIC_TEST3_ID 0x0d03
#define SPLAT_GENERIC_TEST3_NAME "ddi_strtoull"
#define SPLAT_GENERIC_TEST3_DESC "ddi_strtoull Test"
#define SPLAT_GENERIC_TEST4_ID 0x0d04
#define SPLAT_GENERIC_TEST4_NAME "ddi_strtoll"
#define SPLAT_GENERIC_TEST4_DESC "ddi_strtoll Test"
Add __divdi3(), remove __udivdi3() kernel dependency Up until now no SPL consumer attempted to perform signed 64-bit division so there was no need to support this. That has now changed so I adding 64-bit division support for 32-bit platforms. The signed implementation is based on the unsigned version. Since the have been several bug reports in the past concerning correct 64-bit division on 32-bit platforms I added some long over due regression tests. Much to my surprise the unsigned 64-bit division regression tests failed. This was surprising because __udivdi3() was implemented by simply calling div64_u64() which is provided by the kernel. This meant that the linux kernels 64-bit division algorithm on 32-bit platforms was flawed. After some investigation this turned out to be exactly the case. Because of this I was forced to abandon the kernel helper and instead to fully implement 64-bit division in the spl. There are several published implementation out there on how to do this properly and I settled on one proposed in the book Hacker's Delight. Their proposed algoritm is freely available without restriction and I have just modified it to be linux kernel friendly. The update implementation now passed all the unsigned and signed regression tests. This should be functional, but not fast, which is good enough for out purposes. If you want fast too I'd strongly suggest you upgrade to a 64-bit platform. I have also reported the kernel bug and we'll see if we can't get it fixed up stream.
2010-07-12 19:38:34 +00:00
# define SPLAT_GENERIC_TEST5_ID 0x0d05
# define SPLAT_GENERIC_TEST5_NAME "udivdi3"
# define SPLAT_GENERIC_TEST5_DESC "Unsigned Div-64 Test"
# define SPLAT_GENERIC_TEST6_ID 0x0d06
# define SPLAT_GENERIC_TEST6_NAME "divdi3"
# define SPLAT_GENERIC_TEST6_DESC "Signed Div-64 Test"
#define STR_POS "123456789"
#define STR_NEG "-123456789"
#define STR_BASE "0xabcdef"
#define STR_RANGE_MAX "10000000000000000"
#define STR_RANGE_MIN "-10000000000000000"
#define STR_INVAL1 "12345U"
#define STR_INVAL2 "invald"
#define VAL_POS 123456789
#define VAL_NEG -123456789
#define VAL_BASE 0xabcdef
#define VAL_INVAL1 12345U
#define define_generic_msg_strtox(type, valtype) \
static void \
generic_msg_strto##type(struct file *file, char *msg, int rc, int *err, \
const char *s, valtype d, char *endptr) \
{ \
splat_vprint(file, SPLAT_GENERIC_TEST1_NAME, \
"%s (%d) %s: %s == %lld, 0x%p\n", \
rc ? "Fail" : "Pass", *err, msg, s, \
(unsigned long long)d, endptr); \
*err = rc; \
}
define_generic_msg_strtox(ul, unsigned long);
define_generic_msg_strtox(l, long);
define_generic_msg_strtox(ull, unsigned long long);
define_generic_msg_strtox(ll, long long);
#define define_splat_generic_test_strtox(type, valtype) \
static int \
splat_generic_test_strto##type(struct file *file, void *arg) \
{ \
int rc, rc1, rc2, rc3, rc4, rc5, rc6, rc7; \
char str[20], *endptr; \
valtype r; \
\
/* Positive value: expect success */ \
r = 0; \
rc = 1; \
endptr = NULL; \
rc1 = ddi_strto##type(STR_POS, &endptr, 10, &r); \
if (rc1 == 0 && r == VAL_POS && endptr && *endptr == '\0') \
rc = 0; \
\
generic_msg_strto##type(file, "positive", rc , &rc1, \
STR_POS, r, endptr); \
\
/* Negative value: expect success */ \
r = 0; \
rc = 1; \
endptr = NULL; \
strcpy(str, STR_NEG); \
rc2 = ddi_strto##type(str, &endptr, 10, &r); \
if (#type[0] == 'u') { \
if (rc2 == 0 && r == 0 && endptr == str) \
rc = 0; \
} else { \
if (rc2 == 0 && r == VAL_NEG && \
endptr && *endptr == '\0') \
rc = 0; \
} \
\
generic_msg_strto##type(file, "negative", rc, &rc2, \
STR_NEG, r, endptr); \
\
/* Non decimal base: expect sucess */ \
r = 0; \
rc = 1; \
endptr = NULL; \
rc3 = ddi_strto##type(STR_BASE, &endptr, 0, &r); \
if (rc3 == 0 && r == VAL_BASE && endptr && *endptr == '\0') \
rc = 0; \
\
generic_msg_strto##type(file, "base", rc, &rc3, \
STR_BASE, r, endptr); \
\
/* Max out of range: failure expected, r unchanged */ \
r = 0; \
rc = 1; \
endptr = NULL; \
rc4 = ddi_strto##type(STR_RANGE_MAX, &endptr, 16, &r); \
if (rc4 == ERANGE && r == 0 && endptr == NULL) \
rc = 0; \
\
generic_msg_strto##type(file, "max", rc, &rc4, \
STR_RANGE_MAX, r, endptr); \
\
/* Min out of range: failure expected, r unchanged */ \
r = 0; \
rc = 1; \
endptr = NULL; \
strcpy(str, STR_RANGE_MIN); \
rc5 = ddi_strto##type(str, &endptr, 16, &r); \
if (#type[0] == 'u') { \
if (rc5 == 0 && r == 0 && endptr == str) \
rc = 0; \
} else { \
if (rc5 == ERANGE && r == 0 && endptr == NULL) \
rc = 0; \
} \
\
generic_msg_strto##type(file, "min", rc, &rc5, \
STR_RANGE_MIN, r, endptr); \
\
/* Invalid string: success expected, endptr == 'U' */ \
r = 0; \
rc = 1; \
endptr = NULL; \
rc6 = ddi_strto##type(STR_INVAL1, &endptr, 10, &r); \
if (rc6 == 0 && r == VAL_INVAL1 && endptr && *endptr == 'U') \
rc = 0; \
\
generic_msg_strto##type(file, "invalid", rc, &rc6, \
STR_INVAL1, r, endptr); \
\
/* Invalid string: failure expected, endptr == str */ \
r = 0; \
rc = 1; \
endptr = NULL; \
strcpy(str, STR_INVAL2); \
rc7 = ddi_strto##type(str, &endptr, 10, &r); \
if (rc7 == 0 && r == 0 && endptr == str) \
rc = 0; \
\
generic_msg_strto##type(file, "invalid", rc, &rc7, \
STR_INVAL2, r, endptr); \
\
return (rc1 || rc2 || rc3 || rc4 || rc5 || rc6 || rc7) ? \
-EINVAL : 0; \
}
define_splat_generic_test_strtox(ul, unsigned long);
define_splat_generic_test_strtox(l, long);
define_splat_generic_test_strtox(ull, unsigned long long);
define_splat_generic_test_strtox(ll, long long);
Add __divdi3(), remove __udivdi3() kernel dependency Up until now no SPL consumer attempted to perform signed 64-bit division so there was no need to support this. That has now changed so I adding 64-bit division support for 32-bit platforms. The signed implementation is based on the unsigned version. Since the have been several bug reports in the past concerning correct 64-bit division on 32-bit platforms I added some long over due regression tests. Much to my surprise the unsigned 64-bit division regression tests failed. This was surprising because __udivdi3() was implemented by simply calling div64_u64() which is provided by the kernel. This meant that the linux kernels 64-bit division algorithm on 32-bit platforms was flawed. After some investigation this turned out to be exactly the case. Because of this I was forced to abandon the kernel helper and instead to fully implement 64-bit division in the spl. There are several published implementation out there on how to do this properly and I settled on one proposed in the book Hacker's Delight. Their proposed algoritm is freely available without restriction and I have just modified it to be linux kernel friendly. The update implementation now passed all the unsigned and signed regression tests. This should be functional, but not fast, which is good enough for out purposes. If you want fast too I'd strongly suggest you upgrade to a 64-bit platform. I have also reported the kernel bug and we'll see if we can't get it fixed up stream.
2010-07-12 19:38:34 +00:00
/*
* The entries in the table are used in all combinations and the
* return value is checked to ensure it is range. On 32-bit
* systems __udivdi3 will be invoked for the 64-bit division.
* On 64-bit system the native 64-bit divide will be used so
* __udivdi3 isn't used but we might as well stil run the test.
*/
static int
splat_generic_test_udivdi3(struct file *file, void *arg)
{
const uint64_t tabu[] = {
0, 1, 2, 3, 4, 5, 6, 7, 8, 9,
10, 11, 12, 13, 14, 15, 16, 1000, 2003,
32765, 32766, 32767, 32768, 32769, 32760,
65533, 65534, 65535, 65536, 65537, 65538,
0x7ffffffeULL, 0x7fffffffULL, 0x80000000ULL, 0x80000001ULL,
0x7000000000000000ULL, 0x7000000080000000ULL, 0x7000000080000001ULL,
0x7fffffffffffffffULL, 0x7fffffff8fffffffULL, 0x7fffffff8ffffff1ULL,
0x7fffffff00000000ULL, 0x7fffffff80000000ULL, 0x7fffffff00000001ULL,
0x8000000000000000ULL, 0x8000000080000000ULL, 0x8000000080000001ULL,
0xc000000000000000ULL, 0xc000000080000000ULL, 0xc000000080000001ULL,
0xfffffffffffffffdULL, 0xfffffffffffffffeULL, 0xffffffffffffffffULL,
};
uint64_t uu, vu, qu, ru;
int n, i, j, errors = 0;
splat_vprint(file, SPLAT_GENERIC_TEST5_NAME, "%s",
"Testing unsigned 64-bit division.\n");
n = sizeof(tabu) / sizeof(tabu[0]);
for (i = 0; i < n; i++) {
for (j = 1; j < n; j++) {
uu = tabu[i];
vu = tabu[j];
qu = uu / vu; /* __udivdi3 */
ru = uu - qu * vu;
if (qu > uu || ru >= vu) {
splat_vprint(file, SPLAT_GENERIC_TEST5_NAME,
"%016llx/%016llx != %016llx rem %016llx\n",
uu, vu, qu, ru);
errors++;
}
}
}
if (errors) {
splat_vprint(file, SPLAT_GENERIC_TEST5_NAME,
"Failed %d/%d tests\n", errors, n * (n - 1));
return -ERANGE;
}
splat_vprint(file, SPLAT_GENERIC_TEST5_NAME,
"Passed all %d tests\n", n * (n - 1));
return 0;
}
/*
* The entries the table are used in all combinations, with + and - signs
* preceding them. The return value is checked to ensure it is range.
* On 32-bit systems __divdi3 will be invoked for the 64-bit division.
* On 64-bit system the native 64-bit divide will be used so __divdi3
* isn't used but we might as well stil run the test.
*/
static int
splat_generic_test_divdi3(struct file *file, void *arg)
{
const int64_t tabs[] = {
0, 1, 2, 3, 4, 5, 6, 7, 8, 9,
10, 11, 12, 13, 14, 15, 16, 1000, 2003,
32765, 32766, 32767, 32768, 32769, 32760,
65533, 65534, 65535, 65536, 65537, 65538,
0x7ffffffeLL, 0x7fffffffLL, 0x80000000LL, 0x80000001LL,
0x7000000000000000LL, 0x7000000080000000LL, 0x7000000080000001LL,
0x7fffffffffffffffLL, 0x7fffffff8fffffffLL, 0x7fffffff8ffffff1LL,
0x7fffffff00000000LL, 0x7fffffff80000000LL, 0x7fffffff00000001LL,
0x0123456789abcdefLL, 0x00000000abcdef01LL, 0x0000000012345678LL,
#if BITS_PER_LONG == 32
0x8000000000000000LL, 0x8000000080000000LL, 0x8000000080000001LL,
#endif
};
int64_t u, v, q, r;
int n, i, j, k, errors = 0;
splat_vprint(file, SPLAT_GENERIC_TEST6_NAME, "%s",
"Testing signed 64-bit division.\n");
n = sizeof(tabs) / sizeof(tabs[0]);
for (i = 0; i < n; i++) {
for (j = 1; j < n; j++) {
for (k = 0; k <= 3; k++) {
u = (k & 1) ? -tabs[i] : tabs[i];
v = (k >= 2) ? -tabs[j] : tabs[j];
q = u / v; /* __divdi3 */
r = u - q * v;
if (abs64(q) > abs64(u) ||
abs64(r) >= abs64(v) ||
(r != 0 && (r ^ u) < 0)) {
splat_vprint(file,
SPLAT_GENERIC_TEST6_NAME,
"%016llx/%016llx != %016llx "
"rem %016llx\n", u, v, q, r);
errors++;
}
}
}
}
if (errors) {
splat_vprint(file, SPLAT_GENERIC_TEST6_NAME,
"Failed %d/%d tests\n", errors, n * (n - 1));
return -ERANGE;
}
splat_vprint(file, SPLAT_GENERIC_TEST6_NAME,
"Passed all %d tests\n", n * (n - 1));
return 0;
}
splat_subsystem_t *
splat_generic_init(void)
{
splat_subsystem_t *sub;
sub = kmalloc(sizeof(*sub), GFP_KERNEL);
if (sub == NULL)
return NULL;
memset(sub, 0, sizeof(*sub));
strncpy(sub->desc.name, SPLAT_GENERIC_NAME, SPLAT_NAME_SIZE);
strncpy(sub->desc.desc, SPLAT_GENERIC_DESC, SPLAT_DESC_SIZE);
INIT_LIST_HEAD(&sub->subsystem_list);
INIT_LIST_HEAD(&sub->test_list);
spin_lock_init(&sub->test_lock);
sub->desc.id = SPLAT_SUBSYSTEM_GENERIC;
SPLAT_TEST_INIT(sub, SPLAT_GENERIC_TEST1_NAME, SPLAT_GENERIC_TEST1_DESC,
SPLAT_GENERIC_TEST1_ID, splat_generic_test_strtoul);
SPLAT_TEST_INIT(sub, SPLAT_GENERIC_TEST2_NAME, SPLAT_GENERIC_TEST2_DESC,
SPLAT_GENERIC_TEST2_ID, splat_generic_test_strtol);
SPLAT_TEST_INIT(sub, SPLAT_GENERIC_TEST3_NAME, SPLAT_GENERIC_TEST3_DESC,
SPLAT_GENERIC_TEST3_ID, splat_generic_test_strtoull);
SPLAT_TEST_INIT(sub, SPLAT_GENERIC_TEST4_NAME, SPLAT_GENERIC_TEST4_DESC,
SPLAT_GENERIC_TEST4_ID, splat_generic_test_strtoll);
Add __divdi3(), remove __udivdi3() kernel dependency Up until now no SPL consumer attempted to perform signed 64-bit division so there was no need to support this. That has now changed so I adding 64-bit division support for 32-bit platforms. The signed implementation is based on the unsigned version. Since the have been several bug reports in the past concerning correct 64-bit division on 32-bit platforms I added some long over due regression tests. Much to my surprise the unsigned 64-bit division regression tests failed. This was surprising because __udivdi3() was implemented by simply calling div64_u64() which is provided by the kernel. This meant that the linux kernels 64-bit division algorithm on 32-bit platforms was flawed. After some investigation this turned out to be exactly the case. Because of this I was forced to abandon the kernel helper and instead to fully implement 64-bit division in the spl. There are several published implementation out there on how to do this properly and I settled on one proposed in the book Hacker's Delight. Their proposed algoritm is freely available without restriction and I have just modified it to be linux kernel friendly. The update implementation now passed all the unsigned and signed regression tests. This should be functional, but not fast, which is good enough for out purposes. If you want fast too I'd strongly suggest you upgrade to a 64-bit platform. I have also reported the kernel bug and we'll see if we can't get it fixed up stream.
2010-07-12 19:38:34 +00:00
SPLAT_TEST_INIT(sub, SPLAT_GENERIC_TEST5_NAME, SPLAT_GENERIC_TEST5_DESC,
SPLAT_GENERIC_TEST5_ID, splat_generic_test_udivdi3);
SPLAT_TEST_INIT(sub, SPLAT_GENERIC_TEST6_NAME, SPLAT_GENERIC_TEST6_DESC,
SPLAT_GENERIC_TEST6_ID, splat_generic_test_divdi3);
return sub;
}
void
splat_generic_fini(splat_subsystem_t *sub)
{
ASSERT(sub);
Add __divdi3(), remove __udivdi3() kernel dependency Up until now no SPL consumer attempted to perform signed 64-bit division so there was no need to support this. That has now changed so I adding 64-bit division support for 32-bit platforms. The signed implementation is based on the unsigned version. Since the have been several bug reports in the past concerning correct 64-bit division on 32-bit platforms I added some long over due regression tests. Much to my surprise the unsigned 64-bit division regression tests failed. This was surprising because __udivdi3() was implemented by simply calling div64_u64() which is provided by the kernel. This meant that the linux kernels 64-bit division algorithm on 32-bit platforms was flawed. After some investigation this turned out to be exactly the case. Because of this I was forced to abandon the kernel helper and instead to fully implement 64-bit division in the spl. There are several published implementation out there on how to do this properly and I settled on one proposed in the book Hacker's Delight. Their proposed algoritm is freely available without restriction and I have just modified it to be linux kernel friendly. The update implementation now passed all the unsigned and signed regression tests. This should be functional, but not fast, which is good enough for out purposes. If you want fast too I'd strongly suggest you upgrade to a 64-bit platform. I have also reported the kernel bug and we'll see if we can't get it fixed up stream.
2010-07-12 19:38:34 +00:00
SPLAT_TEST_FINI(sub, SPLAT_GENERIC_TEST6_ID);
SPLAT_TEST_FINI(sub, SPLAT_GENERIC_TEST5_ID);
SPLAT_TEST_FINI(sub, SPLAT_GENERIC_TEST4_ID);
SPLAT_TEST_FINI(sub, SPLAT_GENERIC_TEST3_ID);
SPLAT_TEST_FINI(sub, SPLAT_GENERIC_TEST2_ID);
SPLAT_TEST_FINI(sub, SPLAT_GENERIC_TEST1_ID);
kfree(sub);
}
int
splat_generic_id(void)
{
return SPLAT_SUBSYSTEM_GENERIC;
}