Completed
Intro
Class Central Classrooms beta
YouTube playlists curated by Class Central.
Classroom Contents
Some Reflections on the Work of Udi Hrushovski
Automatically move to the next video in the Classroom when playback concludes
- 1 Intro
- 2 Udi Hrushovski 1959-...
- 3 Part 1: Strongly Minimal Expansions of C
- 4 1 Let X be the intersection of C with the graph of f. Suppose for contradiction that X is infinite. Since fis non constructible C\X must also be infinite
- 5 Semialgebraic Expansions of C
- 6 Strongly minimal expansions of algebraically closed fields
- 7 Part II: Hrushovski's work on differentially closed fields
- 8 Manin kernels What about non-trial locally moduar sets?
- 9 Classification of non-trivial strongly minimal sets
- 10 Vaught's Conjecture for DCF
- 11 Diophantine applications A warm up to the function field Mardell-Lang conjecture in characteristic
- 12 Applications of Jouanolou's Theorem
- 13 Other w-stable differential fields
- 14 Further work on differential fields
- 15 Part III: Other favorites
