Taylor polynomials and non-homogeneous blow-ups
- 26 Downloads
The graph of a function f is subjected to non-homogeneous dilatations around (x 0 ;f(x 0 )), related to the Taylor expansion of f at x 0 . Some natural questions about convergence are considered and answered. Finally, it is provided a counterexample to a statement which was presumed to be true in former literature.
KeywordsTaylor Expansion Natural Question Taylor Polynomial
Unable to display preview. Download preview PDF.