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archivesThe Pooh language / Learnable programming in action
I would like to present my project; it might be interesting in light of the 'Learnable programming' discussion.
The Pooh language lives here
It has the following features:
Dependencies as first class entitiesWhen thinking about what pains are worst when writing code, it seems like it all boils down to dependencies. Even as a user, the problem seems to be the same. Ehrm, correction, as a user I get frequently insanely mad at dependency problems. As a programmer, it is more of the moaning kind. My first thought was to do a better make language, since this was where most of my pains were. Then I realized, it is bigger than this. Just building the thing isn't all there is, installing it, remember what was installed and why, be able to remove some of it that seems to be in the way, and so on. Not to mention configuration problems. Now, why was that configuration set in that way, who depends on it? What would happen if I changed it? Sometimes I don't even know how to find the answers. My current thought is to deal with this once and for all. Let's make dependencies a first class entity in the programming language, make it externally visible and then watch what would happen. The questions I haven't been able to figure out any answers to yet are:
Has anyone been there before me, as usual, and written some vice word on the subject? Anyone having similar ideas? Fixpoint theory, induction and recursionI have always looked at recursion very pragmatically. A well formed recursive function is a function which calls itself during its execution. In order to avoid infinite loops, some of its arguments have to be constantly decreasing on each recursive call and there has to be a branch where no recursive calls are made. Certainly in theoretic computer science fixpoints are introduced and from a mathematical point of view a recursive function is the solution of a fixpoint equation. But diving into the subject deeper there are a lot of interesting aspects in this connection between recursive functions and fixpoints. There is a connection to closures, to induction etc. I have tried to write down some of these interesting aspects into the little paper Closures and fixpoints. All needed math is expressed within a programming language in a manner that the compiler can verify all derived facts. Maybe some of you are interesting in reading this. |
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