In the present paper, we establish a functional limit law of the logarithm for the increments of the normed sample quantile process based upon a random sample of size n → ∞. We extend a limit law obtained by Deheuvels and Mason [9], showing that their results hold uniformly over the bandwidth h, restricted to vary in [h n , h n ], where {h′ n }n≥1 and {h′′ n}n≥1 are appropriate non-random seque...

introduction: the surgical management of chronic frontal sinus disorders remains a challenge for rhinologists. the aim of this study was to evaluate the result of draf iii in a series of patients who underwent this procedure.   materials and methods: twenty patients were included in this study. demographic data, history of prior surgery, asthma,  aspirin sensitivity and lund–mackay score were r...

We establish a functional limit law of the logarithm for the increments of the normed quantile process based upon a random sample of size n → ∞. We extend a limit law obtained by Deheuvels and Mason (12), showing that their results hold uniformly over the bandwidth h, restricted to vary in [h n , h n ], where {h n } n≥1 and {h ′′ n } n≥1 are appropriate nonrandom sequences. We treat the case wh...