Re:Math Invariants Helped Lisa Piccirillo Solve Conway Knot ...
by analog31 on Sunday June 07, 2020 @10:56PM
(#23453168)
I don't know if it's precisely the same thing, but invariants in the form of conservation laws are quite handy in physics too. They let you take problems with complicated details and turn them into accounting problems. One of my favorites is the optical invariant, which relates the area and divergence of a light beam. It provides a way to work through problems very quickly, say, during a meeting or when considering design options.
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Re:Math Invariants Helped Lisa Piccirillo Solve Conway Knot ...
by bonzini on Monday June 08, 2020 @04:36AM
(#23454755)
Invariants are always useful! They were a major software engineering innovation in the 80s with languages such as Eiffel, and Lamport for example suggests teaching concurrency in terms of invariants (for example, conditions that must be respected at the end of all mutual exclusive sections).
Re:Math Invariants Helped Lisa Piccirillo Solve Conway Knot ...
by lumberjack on Monday June 08, 2020 @05:32AM
(#23455050)
There is actually a connection with physics, although the invariants are properties of particular quantum field theories.
It's the basis for topological quantum computing.