visualize success and then deliver the minimum viable product
Published 2016-05-28T01:19:00.002Z by Physics Derivation Graph
Today I applied two principles and made tremendous progress. First, I thought about what success meant for the Physics Derivation Graph. The central claim is that mathematical physics can be represented as a single graph. My insight was that I should simply focus on that. The second principle was determining the minimum viable product to achieve that vision of success.
The outcome is a hyperlinked SVG of concepts and topics:
the major topics are linked to associated concepts
there are mathematical links between the concepts
The remaining work is to
4) fill in with additional concepts so that there is a path from any blue box (topic) to any other blue box through only red ellipses (concepts). Then the claim will be validated in theory.
5) After that, go back and fill in the actual math using expressions and inference rules.
6) Verify correctness of steps using a CAS
break Latex expressions into constituent symbols and operators (ref 1, ref 2, ref 3)
Then I'm done!
The PDG isn't "complete" in accounting for all of Physics, but I didn't expect to go that far. Showing complete coverage of topics is sufficient.