On \v{C}ech-completeness of the space of order-preserving functionals
  In this paper we establish that if a Tychonoff space $X$ is \v{C}ech-complete then the space $O_\tau(X)$ of all $\tau$-smooth order-preserving, weakly additive and normed functionals is also \v{C}ech-complete 
Sh. A. Ayupov and A. A. Zaitov
math.GN math.FA