MySQL 9.1.0
Source Code Documentation
xdr_utils.h File Reference
#include <assert.h>
#include "xcom/xcom_memory.h"

Go to the source code of this file.

Macros

#define def_init_xdr_array(name)    static inline void init_##name##_array(name##_array *x)
 Initialize an array. More...
 
#define init_xdr_array(name)
 
#define def_free_xdr_array(name)    static inline void free_##name##_array(name##_array *x)
 Free the contents of an array. More...
 
#define free_xdr_array(name)
 
#define expand_xdr_array(name)
 Resize an array. More...
 
#define def_set_xdr_array(name)    static inline void set_##name(name##_array *x, name a, u_int n)
 Define a set function for an array. More...
 
#define set_xdr_array(name)
 
#define def_get_xdr_array(name)    static inline name get_##name(name##_array *x, u_int n)
 Define a get function for an array. More...
 
#define get_xdr_array(name)
 
#define def_clone_xdr_array(name)    static inline name##_array clone_##name##_array(name##_array x)
 Define a function to clone an array. More...
 
#define clone_xdr_array(name)
 
#define d_xdr_funcs(name)
 Declare all functions for an array. More...
 
#define define_xdr_funcs(name)
 Define all functions for an array. More...
 
#define insert_sort(type, x, n)
 Macro to do insertion sort. More...
 
#define bin_search_first_body(x, first, last, key, p)
 Macro to do binary search for first occurrence. More...
 
#define bin_search_last_body(x, first, last, key, p)
 Macro to do binary search for last occurrence. More...
 
#define bin_search_first(x, first, last, key, p)
 Find first element which matches key. More...
 
#define bin_search_first_gt(x, first, last, key, p)
 Find first element which is greater than key. More...
 
#define bin_search_last(x, first, last, key, p)
 Find last element which matches key. More...
 
#define bin_search_last_lt(x, first, last, key, p)
 Find first element which is less than key. More...
 
#define diff_get(type, a, i)   get_##type##_array(a, i)
 
#define diff_output(type, x)   set_##type##_array(&retval, x, retval_i++)
 
#define diff_gt(x, y)   insert_sort_gt(x, y)
 
#define diff_xdr_array(type, x, y)
 Macro to compute diff of two arrays, which as a side effect will be sorted after the operation has completed. More...
 
#define x_reverse(type, x, in_n1, in_n2)
 
#define x_blkmove(type, x, n1, n2, n3)
 

Macro Definition Documentation

◆ bin_search_first

#define bin_search_first (   x,
  first,
  last,
  key,
  p 
)
Value:
{ \
bin_search_first_body(x, first, last, key, p); \
p = u; \
if (p > last || (!bin_search_eq((x)[p], (key)))) p = -1; \
}
const char * p
Definition: ctype-mb.cc:1225
required string key
Definition: replication_asynchronous_connection_failover.proto:60

Find first element which matches key.

◆ bin_search_first_body

#define bin_search_first_body (   x,
  first,
  last,
  key,
  p 
)
Value:
int l = first - 1; \
int u = last + 1; \
int m = 0; \
while (l + 1 != u) { \
m = (l + u) / 2; \
if (bin_search_lt((x)[m], (key))) { \
l = m; \
} else { \
u = m; \
} \
}
@ last
End of enum, put additional constants above.

Macro to do binary search for first occurrence.

Invariant: x[l] < key and x[u] >= key and l < u

◆ bin_search_first_gt

#define bin_search_first_gt (   x,
  first,
  last,
  key,
  p 
)
Value:
{ \
bin_search_last_body(x, first, last, key, p); \
p = u; \
if (p > last || (!bin_search_gt((x)[p], (key)))) p = -1; \
}

Find first element which is greater than key.

◆ bin_search_last

#define bin_search_last (   x,
  first,
  last,
  key,
  p 
)
Value:
{ \
bin_search_last_body(x, first, last, key, p); \
p = l; \
if (p < first || (!bin_search_eq((x)[p], (key)))) p = -1; \
}

Find last element which matches key.

◆ bin_search_last_body

#define bin_search_last_body (   x,
  first,
  last,
  key,
  p 
)
Value:
int l = first - 1; \
int u = last + 1; \
int m = 0; \
while (l + 1 != u) { \
m = (l + u) / 2; \
if (bin_search_gt((x)[m], (key))) { \
u = m; \
} else { \
l = m; \
} \
}

Macro to do binary search for last occurrence.

Invariant: x[l] <= key and x[u] > key and l < u

◆ bin_search_last_lt

#define bin_search_last_lt (   x,
  first,
  last,
  key,
  p 
)
Value:
{ \
bin_search_first_body(x, first, last, key, p); \
p = l; \
if (p < first || (!bin_search_lt((x)[p], (key)))) p = -1; \
}

Find first element which is less than key.

◆ clone_xdr_array

#define clone_xdr_array (   name)
Value:
name##_array retval = x; \
u_int i; \
retval.name##_array_len = x.name##_array_len; \
IFDBG(D_XDR, FN; NDBG(retval.name##_array_len, u)); \
if (retval.name##_array_len > 0) { \
retval.name##_array_val = \
(name *)xcom_calloc((size_t)x.name##_array_len, sizeof(name)); \
for (i = 0; i < retval.name##_array_len; i++) { \
retval.name##_array_val[i] = x.name##_array_val[i]; \
IFDBG(D_XDR, FN; STRLIT("clone_xdr_array"); NDBG(i, u)); \
} \
} else { \
retval.name##_array_val = 0; \
} \
return retval; \
}
#define FN
Definition: gcs_debug.h:308
@ D_XDR
Definition: gcs_debug.h:182
#define STRLIT(x)
Definition: gcs_debug.h:316
#define NDBG(x, f)
Definition: gcs_debug.h:318
case opt name
Definition: sslopt-case.h:29
static void * xcom_calloc(size_t nmemb, size_t size)
Definition: xcom_memory.h:54
#define def_clone_xdr_array(name)
Define a function to clone an array.
Definition: xdr_utils.h:102

◆ d_xdr_funcs

#define d_xdr_funcs (   name)
Value:
def_free_xdr_array(name); \
def_set_xdr_array(name); \
def_get_xdr_array(name); \
def_clone_xdr_array(name);
#define def_init_xdr_array(name)
Initialize an array.
Definition: xdr_utils.h:38

Declare all functions for an array.

◆ def_clone_xdr_array

#define def_clone_xdr_array (   name)     static inline name##_array clone_##name##_array(name##_array x)

Define a function to clone an array.

◆ def_free_xdr_array

#define def_free_xdr_array (   name)     static inline void free_##name##_array(name##_array *x)

Free the contents of an array.

◆ def_get_xdr_array

#define def_get_xdr_array (   name)     static inline name get_##name(name##_array *x, u_int n)

Define a get function for an array.

◆ def_init_xdr_array

#define def_init_xdr_array (   name)     static inline void init_##name##_array(name##_array *x)

Initialize an array.

◆ def_set_xdr_array

#define def_set_xdr_array (   name)     static inline void set_##name(name##_array *x, name a, u_int n)

Define a set function for an array.

◆ define_xdr_funcs

#define define_xdr_funcs (   name)
Value:
get_xdr_array(name) clone_xdr_array(name)
#define clone_xdr_array(name)
Definition: xdr_utils.h:104
#define free_xdr_array(name)
Definition: xdr_utils.h:52
#define set_xdr_array(name)
Definition: xdr_utils.h:80
#define init_xdr_array(name)
Definition: xdr_utils.h:40

Define all functions for an array.

◆ diff_get

#define diff_get (   type,
  a,
 
)    get_##type##_array(a, i)

◆ diff_gt

#define diff_gt (   x,
 
)    insert_sort_gt(x, y)

◆ diff_output

#define diff_output (   type,
 
)    set_##type##_array(&retval, x, retval_i++)

◆ diff_xdr_array

#define diff_xdr_array (   type,
  x,
 
)
Value:
type##_array diff_##type##_array(type##_array x, type##_array y) { \
int x_i = 0; \
int y_i = 0; \
type retval; \
int retval_i = 0; \
init_##type##_array(&retval); \
insert_sort(type, x.type##_val, x.type##_len); \
insert_sort(type, y.type##_val, y.type##_len); \
while (x_i < x.type##_len && y < y.type##_len) { \
if (diff_eq(diff_get(type, x, x_i), diff_get(type, y, y_i))) { \
x_i++; \
y_i++; \
} else if (diff_lt(diff_get(type, x, x_i), diff_get(type, y, y_i))) { \
diff_output(type, diff_get(type, x, x_i++)); \
} else { \
diff_output(type, diff_get(type, y, y_i++)); \
} \
} \
while (x_i < x.type##_len) { \
diff_output(type, diff_get(type, x, x_i++)); \
} \
while (y_i < y.type##_len) { \
diff_output(type, diff_get(type, y, y_i++)); \
} \
retval.type##_len = retval_i; \
return retval; \
}
required string type
Definition: replication_group_member_actions.proto:34
#define diff_get(type, a, i)
Definition: xdr_utils.h:234

Macro to compute diff of two arrays, which as a side effect will be sorted after the operation has completed.

◆ expand_xdr_array

#define expand_xdr_array (   name)
Value:
u_int old_length = x->name##_array_len; \
if (n + 1 > (x->name##_array_len)) { \
if (x->name##_array_len == 0) x->name##_array_len = 1; \
do { \
x->name##_array_len *= 2; \
} while (n + 1 > (x->name##_array_len)); \
x->name##_array_val = (name *)realloc(x->name##_array_val, \
x->name##_array_len * sizeof(name)); \
memset(&x->name##_array_val[old_length], 0, \
(x->name##_array_len - old_length) * sizeof(name)); \
}
__u_int u_int
Definition: types.h:73
int n
Definition: xcom_base.cc:509

Resize an array.

◆ free_xdr_array

#define free_xdr_array (   name)
Value:
free(x->name##_array_val); \
x->name##_array_val = nullptr; \
x->name##_array_len = 0; \
}
#define def_free_xdr_array(name)
Free the contents of an array.
Definition: xdr_utils.h:50

◆ get_xdr_array

#define get_xdr_array (   name)
Value:
expand_xdr_array(name); \
assert(n < x->name##_array_len); \
return x->name##_array_val[n]; \
}
#define def_get_xdr_array(name)
Define a get function for an array.
Definition: xdr_utils.h:90

◆ init_xdr_array

#define init_xdr_array (   name)
Value:
x->name##_array_len = 2; \
x->name##_array_val = \
(name *)xcom_calloc((size_t)x->name##_array_len, sizeof(name)); \
}

◆ insert_sort

#define insert_sort (   type,
  x,
  n 
)
Value:
{ \
int i, j; \
for (i = 1; i < n; i++) { /* x[0..i-1] is sorted */ \
type tmp; \
j = i; \
tmp = x[j]; \
while (j > 0 && insert_sort_gt(x[j - 1], tmp)) { \
x[j] = x[j - 1]; \
j--; \
} \
x[j] = tmp; \
} \
}

Macro to do insertion sort.

◆ set_xdr_array

#define set_xdr_array (   name)
Value:
expand_xdr_array(name); \
assert(n < x->name##_array_len); \
x->name##_array_val[n] = a; \
}
#define def_set_xdr_array(name)
Define a set function for an array.
Definition: xdr_utils.h:78

◆ x_blkmove

#define x_blkmove (   type,
  x,
  n1,
  n2,
  n3 
)
Value:
{ \
if ((n3) < (n1)-1) { \
x_reverse(type, (x), (n3) + 1, (n1)-1); \
x_reverse(type, (x), (n1), (n2)); \
x_reverse(type, (x), (n3) + 1, (n2)); \
} else if ((n3) > (n2)) { \
x_reverse(type, (x), (n1), (n2)); \
x_reverse(type, (x), (n2) + 1, (n3)); \
x_reverse(type, (x), (n1), (n3)); \
} \
}

◆ x_reverse

#define x_reverse (   type,
  x,
  in_n1,
  in_n2 
)
Value:
{ \
int n1 = in_n1; \
int n2 = in_n2; \
while ((n1) < (n2)) { \
type tmp = (x)[n1]; \
(x)[n1] = (x)[n2]; \
(x)[n2] = tmp; \
(n1)++; \
(n2)--; \
} \
}