Chung-Type Strong Laws and Almost Complete Convergence for Arrays of Measurable Operators
Tác giả: Do The Son, Duong Xuan Giap, Nguyen Van Quang
Journal of Theoretical Probability
Quyển: 35 Trang: 1391-1411
Năm xuất bản: 9/2021
Tóm tắt
The aim of this study is to establish some Chung-type strong laws of large numbers and almost complete convergence for arrays of measurable operators under various
conditions. Some related results in the literature are extended to the noncommutative context.
Từ khóa
Strong law of large numbers, Almost complete convergence, Arrays of measurable operators, Noncommutative probability
