When implementing algorithms, be mindful of their computational complexity and choose appropriate data structures for operations. 1. **Use specialized collections for their strengths**:
When implementing algorithms, be mindful of their computational complexity and choose appropriate data structures for operations.
HashSet
over repeatedly checking Vec.contains()
.Itertools
for common operations.// Instead of:
let mut models = BTreeMap::default(); // Causes unwanted sorting
// Use:
let mut models = Vec::new(); // Preserves insertion order when sorting isn't needed
// Inefficient O(N²) - iterating outlines twice:
for outline in fetched_outlines {
// ... then for each outline we iterate again
if outline_panel.has_outline_children(&outline_entry, cx) {
// ...
}
}
// Better: Process in a single pass with appropriate data structures
// Inefficient - unnecessarily clones data:
tasks.retain_mut(|(task_source_kind, target_task)| {
predicate(&(task_source_kind.clone(), target_task.clone()))
});
// Better - uses references:
tasks.retain_mut(|(task_source_kind, target_task)| {
predicate(&(task_source_kind, target_task))
});
// Instead of manual character loop:
let mut common_prefix_len = 0;
for (a, b) in old_text.chars().zip(new_text.chars()) {
if a == b {
common_prefix_len += a.len_utf8();
} else {
break;
}
}
// More expressive functional approach:
let common_prefix_len = old_text
.chars()
.zip(new_text.chars())
.take_while(|(a, b)| a == b)
.map(|(a, _)| a.len_utf8())
.sum::<usize>();
By consistently applying these principles, you’ll create more efficient, maintainable code that performs well even as input sizes grow.
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