Kakeya konjektuuri kolmessa ulottuvuudessa
Avainsanat:
Kakeya conjectureAbstrakti
We discuss the Kakeya conjecture, a question involving quantitative estimates for configurations of line segments in d-dimensional space. This conjecture was recently resolved by Hong Wang and Joshua Zahl in dimension 3. We also discuss the significance of this conjecture and its relationship with questions in harmonic analysis, PDEs, and other areas of mathematics farther afield.
