Olympiad training materials (main page)
Functional Equations
Marko Radovanović
Abstract
Solving functional equations usually does not require heavy prerequisites. Paradoxally, that only makes them more frustrating: they are often much more than plugging random values in the equations. We first briefly describe tvelwe ways of treating functional equations, then we attempt to classify a large number of solved problems according to the method.
Table of Contents
| No. | Title and link |
|---|---|
| 1. | Basic methods for solving functional equations |
| 2. | Cauchy equation and equations of the Cauchy type |
| 3. | Problems with solutions |
| 4. | Problems for independent study |