Wickstead A W. Regular operators between Banach lattices\[C\]//Positivity(Trends in Mathematics). Switzerland:Birkhuser Basel,2007:255-279.
[2]
Birnbaum D A. Preregular maps between Banach lattices\[J\]. Bull Austrl Math Soc,1974,11:231-254.
[3]
Chen F, Chen Z L. Notes on preregular operators in Banach lattices\[J\]. J Southwest Jiaotong University: English Edition,2009(4):363-365.
[4]
Meyer-Nieberg P. Banach Lattices\[M\]. New York:Springer-Verlag,1991.
[5]
Abramovich Y A. When Each Continuous Operator is Regular\[M\]. Oxford:Oxford Univ Press,1990:133-140.
[6]
Krengel U. ber den Absolutbetrag stetiger linearer Operatoren und seine Anwendung auf ergodische Zerlegungen\[J\]. Math Scand,1963,13:151-187.
[7]
Chen Z L, Wickstead A W. Some applications of Rademacher sequences in Banach lattices\[C\]//Positivity(Trends in Mathematics). Switzerland:Birkhuser Basel,1998:171-191.
[8]
Chen Z L, Wickstead A W. Equalities involving the modulus of an operator\[J\]. Math Proc R Ir Acad,1999,A99:85-92.
[9]
张恭庆,林源渠. 泛函分析讲义(上册)\[M\]. 北京:北京大学出版社,1987.
[10]
Alpay S, Altin B, Tonyali C. On property (b) of vector lattices\[J\]. Positivity,2003,7:135-139.
[11]
Chen Z L, Martin R W. On finite elements in lattices of regular operators\[C\]//Positivity(Trends in Mathematics). Switzerland:Birkhuser Basel,2007:563-574.