Holderian weak invariance principle for stationary mixing sequences
  We provide some sufficient mixing conditions on a strictly stationary sequence in order to guarantee the weak invariance principle in H\"older spaces. Strong mixing and $\rho$-mixing conditions are investigated as well as $\tau$-dependent sequences. The main tools are Fuk-Nagaev type inequalities for mixing sequences and a truncation argument. 
Davide Giraudo
math.PR