Compute topological sort with dynamic key#145
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inducer
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Jun 19, 2022
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inducer
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Thanks for working on this! While I agree that the operation introduced here is mostly well-defined, the approach seems a bit "brutal". 🙂 The potential
| self.node = node | ||
| self.key = key | ||
| node: Any | ||
| key: Any |
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Maybe introduce type variables for key and node, for increased expressiveness of the type annotation?
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| :arg trigger_key_update: A function called after scheduling a node in | ||
| *graph* that takes in an instance of :class:`TopologicalOrderState` | ||
| corresponding to the scheduling state at that point and returns whether | ||
| the comparison keys corresponding to the nodes be updated. | ||
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| :arg get_key: A callable called when *trigger_key_update* | ||
| returns *True*. Takes in an instance of :class:`TopologicalOrderState` | ||
| and returns another callable that accepts node as an argument and returns the | ||
| comparison key corresponding to the node. |
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Couldn't this be a single callable that either performs the update or says "I've not done anything"?
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Closes #143.