Continuous problems are simpler than discrete ones by Ciro Santilli 34 Updated 2024-11-19 Created 1970-01-01
This is a general philosophy that Ciro Santilli, and likely others, observes over and over.
Basically, continuity, or higher order conditions like differentiability seem to impose greater constraints on problems, which make them more solvable.
Some good examples of that:
- complex discrete problems:
- simple continuous problems:
- characterization of Lie groups