Effective Littlestone Dimension - Part 3

In this third part of a seminar lecture, Alexander Kozachinskiy explores the concept of effective Littlestone dimension in computational complexity theory, demonstrating that a class with bounded effective Littlestone dimension contains only computable elements. The 1 hour and 42 minute presentation, delivered at the Kolmogorov Seminar on computational and descriptional complexity (founded by Andrey Kolmogorov around 1979), reformulates this principle to show that an effectively closed class with finite Littlestone dimension has only computable elements. Gain insights into this advanced topic in computational complexity theory through this detailed academic exploration.