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Manually fix Allman brace style

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This commit is contained in:
Sebastian Wilzbach 2017-11-20 15:44:43 +01:00
parent c47c950d84
commit 85ec5dead5
3 changed files with 28 additions and 14 deletions
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18
std/internal/math/gammafunction.d
View file

@ -1296,11 +1296,13 @@ real betaDistPowerSeries(real a, real b, real x )
* values of a and x. * values of a and x.
*/ */
real gammaIncomplete(real a, real x ) real gammaIncomplete(real a, real x )
in { in
{
assert(x >= 0); assert(x >= 0);
assert(a > 0); assert(a > 0);
} }
do { do
{
/* left tail of incomplete gamma function: /* left tail of incomplete gamma function:
* *
* inf. k * inf. k
@ -1340,11 +1342,13 @@ do {
/** ditto */ /** ditto */
real gammaIncompleteCompl(real a, real x ) real gammaIncompleteCompl(real a, real x )
in { in
{
assert(x >= 0); assert(x >= 0);
assert(a > 0); assert(a > 0);
} }
do { do
{
if (x == 0) if (x == 0)
return 1.0L; return 1.0L;
if ( (x < 1.0L) || (x < a) ) if ( (x < 1.0L) || (x < a) )
@ -1426,11 +1430,13 @@ do {
* root of incompleteGammaCompl(a,x) - p = 0. * root of incompleteGammaCompl(a,x) - p = 0.
*/ */
real gammaIncompleteComplInv(real a, real p) real gammaIncompleteComplInv(real a, real p)
in { in
{
assert(p >= 0 && p <= 1); assert(p >= 0 && p <= 1);
assert(a>0); assert(a>0);
} }
do { do
{
if (p == 0) return real.infinity; if (p == 0) return real.infinity;
real y0 = p; real y0 = p;

21
std/mathspecial.d
View file

@ -253,21 +253,25 @@ real betaIncompleteInverse(real a, real b, real y )
* values of a and x. * values of a and x.
*/ */
real gammaIncomplete(real a, real x ) real gammaIncomplete(real a, real x )
in { in
{
assert(x >= 0); assert(x >= 0);
assert(a > 0); assert(a > 0);
} }
do { do
{
return std.internal.math.gammafunction.gammaIncomplete(a, x); return std.internal.math.gammafunction.gammaIncomplete(a, x);
} }
/** ditto */ /** ditto */
real gammaIncompleteCompl(real a, real x ) real gammaIncompleteCompl(real a, real x )
in { in
{
assert(x >= 0); assert(x >= 0);
assert(a > 0); assert(a > 0);
} }
do { do
{
return std.internal.math.gammafunction.gammaIncompleteCompl(a, x); return std.internal.math.gammafunction.gammaIncompleteCompl(a, x);
} }
@ -278,11 +282,13 @@ do {
* gammaIncompleteCompl( a, x ) = p. * gammaIncompleteCompl( a, x ) = p.
*/ */
real gammaIncompleteComplInverse(real a, real p) real gammaIncompleteComplInverse(real a, real p)
in { in
{
assert(p >= 0 && p <= 1); assert(p >= 0 && p <= 1);
assert(a > 0); assert(a > 0);
} }
do { do
{
return std.internal.math.gammafunction.gammaIncompleteComplInv(a, p); return std.internal.math.gammafunction.gammaIncompleteComplInv(a, p);
} }
@ -352,7 +358,8 @@ real normalDistribution(real x)
* Note: This function is only implemented to 80 bit precision. * Note: This function is only implemented to 80 bit precision.
*/ */
real normalDistributionInverse(real p) real normalDistributionInverse(real p)
in { in
{
assert(p >= 0.0L && p <= 1.0L, "Domain error"); assert(p >= 0.0L && p <= 1.0L, "Domain error");
} }
do do

3
std/signals.d
View file

@ -239,7 +239,8 @@ mixin template Signal(T1...)
*/ */
final void unhook(Object o) final void unhook(Object o)
in { assert( status == ST.idle ); } in { assert( status == ST.idle ); }
do { do
{
debug (signal) writefln("Signal.unhook(o = %s)", cast(void*) o); debug (signal) writefln("Signal.unhook(o = %s)", cast(void*) o);
for (size_t i = 0; i < slots_idx; ) for (size_t i = 0; i < slots_idx; )
{ {