CEU Electronic Theses and Dissertations, 2014
| Author | Romanchuk, Viktoriya Alekseevna |
|---|---|
| Title | The Bieberbach Conjecture |
| Summary | The now-proven Bieberbach conjecture (1916) is one of the most famous and chal- lenging problems of mathematics. It considers the class S of univalent functions of the form of Taylor series. It asserts that for every f from S and every n corresponding coefficients are smaller or equal than n. This conjecture was not settled for nearly 70 years. Though there were many at- tempts, the best results that were achieved were not general. It inspired development of lots of complicated algorithms and tools that became useful in theory of univalent functions. |
| Supervisor | Karoly Boroczky |
| Department | Mathematics MSc |
| Full text | https://www.etd.ceu.edu/2014/romanchuk_viktoriya.pdf |
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