Period Spaces for p-divisible Groups

Discover the intricate world of Period Spaces for p-divisible Groups by renowned author, published by Princeton University Press in 1996. This comprehensive monograph spans 353 pages and delves into the fascinating association of p-adic period domains with arbitrary reductive groups.

Through the innovative use of rigid-analytic period maps, this book explores the profound relationship between p-adic period domains and the moduli space of p-divisible groups. Additionally, it establishes groundbreaking non-archimedean uniformization theorems for general Shimura varieties, making it an essential read for scholars and enthusiasts in the field.

Whether you are a researcher or a student, Period Spaces for p-divisible Groups offers valuable insights and a deeper understanding of modern mathematics. Enhance your library with this pivotal work today!