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> The essence of make is this: make is an implementation of constructive logic programming

To be perfectly pedantic, the essence of make is that it is an expert system for traversing a directed acyclic graph (DAG).

It works by constructing a graph of “filenames” (vertices) and the commands required to create those files (directed edges). Using that as it’s knowledge base, make performs a reverse topological sort on the target filename to determine the graph traversal necessary to create it’s target file, and runs each command in the traversal so as to arrive at that target. Since it has a list of all intermediate vertices that must exist before it’s target can exist, make is further able to determine whether it needs to run a command or whether it can use the cached result.

I don’t think the author is doing us any favors by trying to fit make’s behavior in to a constructive logic system. It’s missing operators for doing that, as the author states: “Note that the form of compound propositions allowed is extremely restricted, even by the standards of logic programming.”

I find the author’s conclusions then a mixed bag. They would be good conclusions if make was a constructive logic system, but it’s not, it’s an expert system for traversing a DAG. I think of make as a “workstate” system: do what you need to do to put my build in a particular state, whereas most of the author’s conclusions center around “workflow:” move this unit of work through it’s lifecycle.[1] Make only performs that work incidentally to putting your build in a particular state.

1: The workflow/workstate distinction is not my idea. It’s explored in “Adaptive Software Development” by James A. Highsmith III.

[I originally made this comment at https://lobste.rs/s/rqf3f5/propositions_as_filenames_builds_...]




To build on the pedantry, make would be traversing a restricted form of directed acyclic hyper-graph, no? The edges are between sets of vertices to a single vertex.

I found these structures cropping up alongside Horn clauses, and Context-Free Grammars in interesting ways. In this case, viewing make rules as Horn clauses allows us to use a variant of Horn-SAT to find the minimum set of files we have to produce to build a rule, which is interesting to think about, and reason about.

This article felt as though it was food for thought and not really trying to push any particular idea too hard. In any case, I found it interesting as it found parallels to the sorts of structures I found when exploring various algorithms for Context-Free Grammars (such as pruning, or detecting erasable non-terminals, which can both be described in terms of Horn-SAT).


Well, you have a large graph defined with multiple end points, so the DAG itself doesn't necessarily point to any single vertex. Only once you define which endpoint you want does it collapse.


Well, if you want file `X` then you can ensure you find the minimal set of files to produce `X` from your given rules using Horn-SAT by adding `and X` to the Horn Formula representation of the build rules. Pretty neat!




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