Submodules vs subtrees comparison in Git - Performance Comparison
When working with git, managing external projects inside your main project can be done using submodules or subtrees.
We want to understand how the time to update or clone these grows as the size of the external projects increases.
Analyze the time complexity of these git commands for submodules and subtrees.
# For submodules
git submodule update --init --recursive
# For subtrees
git subtree pull --prefix=path/to/subtree remote-name branch-name
These commands update the external code inside your main project using submodules or subtrees.
Look at what happens repeatedly during these commands.
- Primary operation: Downloading and integrating external repository data.
- How many times: For submodules, each submodule is updated separately, possibly recursively. For subtrees, the entire external repo is fetched and merged in one step.
As the size of the external projects grows, the time to update changes differently.
| Input Size (external repo size) | Submodules Approx. Operations | Subtrees Approx. Operations |
|---|---|---|
| 10 MB | 10 separate fetches, small merges | 1 fetch and 1 merge of 10 MB |
| 100 MB | 100 fetches if many submodules, each small or large | 1 fetch and 1 merge of 100 MB |
| 1000 MB | 1000 fetches if many submodules, can be slow | 1 fetch and 1 merge of 1000 MB |
Pattern observation: Submodules time grows with number of submodules, subtrees time grows mostly with total size once.
Time Complexity: O(n)
This means the time to update grows roughly in direct proportion to the size or number of external projects involved.
[X] Wrong: "Submodules always update faster because they handle smaller parts."
[OK] Correct: If you have many submodules, each requires a separate fetch, which can add up and slow down the process compared to a single subtree fetch.
Understanding how git handles external code helps you explain trade-offs in project management and scaling, a useful skill in real projects.
What if we changed from many small submodules to one large subtree? How would the time complexity change?