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| -rw-r--r-- | doc/bugs/transitive_dependencies.mdwn | 17 |
1 files changed, 17 insertions, 0 deletions
diff --git a/doc/bugs/transitive_dependencies.mdwn b/doc/bugs/transitive_dependencies.mdwn index 9586bc9b0..bdad67f60 100644 --- a/doc/bugs/transitive_dependencies.mdwn +++ b/doc/bugs/transitive_dependencies.mdwn @@ -66,3 +66,20 @@ Downsides here: plugins, and could be solved by adding more dependency types.) --[[Joey]] + +> Some questions/comments... I've thought about this a lot for [[todo/tracking_bugs_with_dependencies]]. +> +> * When you say that anything that causes a rebuild of B is treated as a change of B, are you: i) Treating +> any rebuild as a change, or ii) Treating any rebuild that gives a new result as a change? Option ii) would +> lead to fewer rebuilds. Implementation is easy: when you're about to rebuild a page, load the old rendered html in. Do the rebuild. Compare +> the new and old html. If there is a difference, then mark that page as having changed. If there is no difference +> then you don't need to mark that pages as changed, even though it has been rebuilt. (This would ignore pages in meta-data that don't +> cause changes in html, but I don't think that is a huge issue.) +> * The second comment I have relates to cycles in transitive dependencies. At the moment I don't think this is +> possible, but with some additions it may well become so. This could be problematic as it could lead to a) +> updates that never complete, or b) it being theoretically unclear what the final result should be (i.e. you +> can construct logical paradoxes in the system). I think the point above about marking things as changed only when +> the output actually changes fixes any cases that are well defined. For logical paradoxes and infinite loops (e.g. +> two pages that include each other), you might want to put a limit on the number of times you'll rebuild a page in any +> given run of ikiwiki. Say, only allow a page to rebuild twice on any run, regardless of whether a page it depends on changes. +> This is not a perfect solution, but would be a good approximation. -- [[Will]] |