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Comment by OJFord | Hacker News Reader

One complexity with that that comes to mind is how do you then track whether you've already bumped minor/major since last release and so don't need to again? Maybe it's rare enough and quick enough to manually check that that's not a problem, depends on the project I suppose.

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> One complexity with that that comes to mind is how do you then track whether you've already bumped minor/major since last release and so don't need to again?

I wonder if it really matters that release version numbers only increment by one. If not, just bump anyway when appropriate change is made - no need to check.

In practice I think the problems would be a) having to be very disciplined about this on every commit, rather than having a reminder to consider it as part of a release process, and b) ordering version numbers from different branches when merging to mainline

True, that'd be a decent way to approach it. Though at that point perhaps you may as well actually release all the versions too.

Or you could bump every time as you describe, but on every major/minor bump make sure the parent commit is released first (which would be >=1 commits since the last one and have at least a patch bump). And I suppose you'd never need to bump patch if that was just a lone thing that happened post-release in prep for the next.

As opposed to having to track later when you bump the version whether you need a patch/minor/major bump?

Seems like any way you do it you have to keep track. IMO version numbers are slightly easier to keep track of than breaking changes. Changelogs are not always structured.

If you do it at the time of bumping, you can just look at the then-current version number to decide what new version a major, minor or patch release will result in. If you do it the moment you introduce e.g. a breaking change, you'll have to check whether this is the first breaking change since the last release (i.e. keep the set version number as-is), or if the one that it's currently set to is what it should be.

Minor annoyance, but still.

Yes, but what I am saying it is way easier to go back and look at what the most recent release was (most SCMs have a page for all the tags, and there is git tag), but it is harder to go back and figure out if you had breaking changes (would need to use conventional commits or similar, then parse the gitlog or structured changelog).

You'll have to figure out if you had breaking changes regardless of when you change the version number, no? My strategy there is to add to the 'unreleased' section of the changelog as they are introduced.

GP's point (I think I agree now, I was only saying it was a potential issue) being that that's a lot easier to do at the time - you know you've just made a breaking change (or you should do; as much/more than you ever will) so that's the easiest time to bump the version appropriately.

An alternative model I suppose would immediately have major bump, minor bump, and patch bump branches; then you just commit to the appropriate one, and I suppose keep major rebased on minor rebased on patch. (And master = major I suppose.)

Right, but what if that was the second breaking change you made? To figure out whether that's the case, i.e. whether you need to bump the major version or not, you'll have to check out the last released version.

We do this by looking at the patch version. For example, current version in source is 2.2.1-alpha0. This means the last bump was a patch version from 2.2.0 to 2.2.1, so if you want a minor bump, then you need to bump to 2.3.0-alpha0. Now that the patch version is 0, it's that someone has already bumped the minor version since the last release, so no need to do so again. This would break down if someone bumps to 2.3.1-alpha0 unnecessarily but otherwise it's immediately obvious looking at the current version in source whether someone has already bumped the minor version.

Ah, that makes sense!

The number you already bumped is the one followed by ([.]0)*$

Assuming that you do a strict hierarchical versioning scheme and not some multidimensional thing where numbers increment independent from each other.

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