4 ms·
Aren't most DEs not solvable analytically? i.e. only a tiny subset are neatly solvable - like precisely manufactured puzzles. In general, for any real problem y
by hyperthesis 3y ago
Aren't most DEs not solvable analytically? i.e. only a tiny subset are neatly solvable - like precisely manufactured puzzles. In general, for any real problem you encounter "in the wild", numerical methods are the only way to find solutions (which are approximate).
DE theory is still useful for designing frameworks within which numerical methods can operate.
At least, that's my understanding.
- aj7 3y agoMine too. It’s a hot competitive field to have the best solvers with the best gui.