void wake_sleeping_threads();
void put_threads_to_sleep();
void idle_loop(int threadID, SplitPoint* waitSp);
- bool split(const Position& pos, SearchStack* ss, int ply, Value* alpha, Value* beta, Value* bestValue,
+ bool split(const Position& pos, SearchStack* ss, int ply, Value* alpha, const Value beta, Value* bestValue,
const Value futilityValue, Depth depth, int* moves, MovePicker* mp, int master, bool pvNode);
private:
&& TM.available_thread_exists(threadID)
&& !AbortSearch
&& !TM.thread_should_stop(threadID)
- && TM.split(pos, ss, ply, &alpha, &beta, &bestValue, VALUE_NONE,
+ && TM.split(pos, ss, ply, &alpha, beta, &bestValue, VALUE_NONE,
depth, &moveCount, &mp, threadID, true))
break;
}
&& TM.available_thread_exists(threadID)
&& !AbortSearch
&& !TM.thread_should_stop(threadID)
- && TM.split(pos, ss, ply, &beta, &beta, &bestValue, futilityValue, //FIXME: SMP & futilityValue
+ && TM.split(pos, ss, ply, NULL, beta, &bestValue, futilityValue, //FIXME: SMP & futilityValue
depth, &moveCount, &mp, threadID, false))
break;
}
assert(value > -VALUE_INFINITE && value < VALUE_INFINITE);
- if (TM.thread_should_stop(threadID))
- {
- lock_grab(&(sp->lock));
- break;
- }
-
// New best move?
if (value > sp->bestValue) // Less then 2% of cases
{
sp->bestValue = value;
if (sp->bestValue >= sp->beta)
{
- sp_update_pv(sp->parentSstack, ss, sp->ply);
sp->stopRequest = true;
+ sp_update_pv(sp->parentSstack, ss, sp->ply);
}
}
lock_release(&(sp->lock));
assert(value > -VALUE_INFINITE && value < VALUE_INFINITE);
- if (TM.thread_should_stop(threadID))
- {
- lock_grab(&(sp->lock));
- break;
- }
-
// New best move?
if (value > sp->bestValue) // Less then 2% of cases
{
// If this thread has been assigned work, launch a search
if (threads[threadID].state == THREAD_WORKISWAITING)
{
+ assert(!AllThreadsShouldExit);
+
threads[threadID].state = THREAD_SEARCHING;
if (threads[threadID].splitPoint->pvNode)
assert(threads[threadID].state == THREAD_SEARCHING);
- // If this is a slave thread reset to available, instead
- // if it is a master thread and all slaves have finished
- // then leave as is to avoid booking by another master,
- // we will leave idle loop shortly anyhow.
- if ( !AllThreadsShouldExit
- && (!waitSp || waitSp->cpus > 0))
- threads[threadID].state = THREAD_AVAILABLE;
+ threads[threadID].state = THREAD_AVAILABLE;
}
// If this thread is the master of a split point and all threads have
lock_init(&IOLock, NULL);
// Initialize SplitPointStack locks
- for (int i = 0; i < MAX_THREADS; i++)
+ for (i = 0; i < MAX_THREADS; i++)
for (int j = 0; j < ACTIVE_SPLIT_POINTS_MAX; j++)
{
SplitPointStack[i][j].parent = NULL;
// splitPoint->cpus becomes 0), split() returns true.
bool ThreadsManager::split(const Position& p, SearchStack* sstck, int ply,
- Value* alpha, Value* beta, Value* bestValue, const Value futilityValue,
+ Value* alpha, const Value beta, Value* bestValue, const Value futilityValue,
Depth depth, int* moves, MovePicker* mp, int master, bool pvNode) {
assert(p.is_ok());
}
// Pick the next available split point object from the split point stack
- splitPoint = SplitPointStack[master] + threads[master].activeSplitPoints;
- threads[master].activeSplitPoints++;
+ splitPoint = &SplitPointStack[master][threads[master].activeSplitPoints];
// Initialize the split point object
splitPoint->parent = threads[master].splitPoint;
splitPoint->stopRequest = false;
splitPoint->ply = ply;
splitPoint->depth = depth;
- splitPoint->alpha = pvNode ? *alpha : (*beta - 1);
- splitPoint->beta = *beta;
+ splitPoint->alpha = pvNode ? *alpha : beta - 1;
+ splitPoint->beta = beta;
splitPoint->pvNode = pvNode;
splitPoint->bestValue = *bestValue;
splitPoint->futilityValue = futilityValue;
splitPoint->slaves[i] = 0;
threads[master].splitPoint = splitPoint;
+ threads[master].activeSplitPoints++;
// If we are here it means we are not available
assert(threads[master].state != THREAD_AVAILABLE);
if (pvNode)
*alpha = splitPoint->alpha;
- *beta = splitPoint->beta;
*bestValue = splitPoint->bestValue;
threads[master].activeSplitPoints--;
threads[master].splitPoint = splitPoint->parent;