Replace inefficient algorithms with more optimal data structures and approaches to improve computational complexity. Look for opportunities to use appropriate data structures (like priority queues) instead of linear searches, avoid redundant iterations, and choose efficient traversal patterns.
Replace inefficient algorithms with more optimal data structures and approaches to improve computational complexity. Look for opportunities to use appropriate data structures (like priority queues) instead of linear searches, avoid redundant iterations, and choose efficient traversal patterns.
Key optimization patterns to apply:
// Instead of linear search through all members
final Member member = findMemberWithLeastLoad(allMembers, task, false);
// Use priority queue for efficient selection
PriorityQueue<ProcessState> processByLoad = new PriorityQueue<>(Comparator.comparingDouble(ProcessState::load));
processByLoad.addAll(localState.processIdToState.values());
ProcessState processWithLeastLoad = processByLoad.poll();
// Remember to add back after state changes
processByLoad.add(processWithLeastLoad);
// Instead of filtering then iterating again
finalizedFeatureLevels.keySet().stream().filter(predicate).forEach(action);
// Use iterator for single-pass removal
var iter = finalizedFeatureLevels.keySet().iterator();
while (iter.hasNext()) {
var featureName = iter.next();
if (shouldRemove(featureName)) {
removeFinalizedFeatureLevelMetric(featureName);
iter.remove();
}
}
// Replace streams with loops for better performance
// replaced the Java Streams based iteration with a loop, since it's more efficient
for (Member member : prevMembers) {
if (member.hasLeastLoad()) {
return member;
}
}
This approach reduces time complexity from O(n) linear searches to O(log n) priority queue operations and eliminates unnecessary object creation during iteration.
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