General Notes
Definitions
Maps
\(f: A\to B\) is a map, \(a\to f(a)\) is a value of the map.
Derivatives
Leibnitz
- \(\frac{df}{dx}\)
If you want to be careful,
- \(\frac{df}{dx}(x)\)
Newton’s Notation
- \(f'\)
\(f: A\to B\) is a map, \(a\to f(a)\) is a value of the map.
If you want to be careful,
Created: 2023-06-25 Sun 02:23