The present study was designed to characterize respiratory fluctuations in awake, healthy adult humans under resting conditions. For this purpose, we recorded respiratory movements with a strain-gauge pneumograph in 20 subjects. We then used Allan factor, Fano factor, and dispersional analysis to test whether the fluctuations in the number of breaths, respiratory period, and breath amplitude were fractal (i.e., time-scale-invariant) or random in occurrence. Specifically, we measured the slopes of the power laws in the Allan factor, Fano factor, and dispersional analysis curves for original time series and compared these with the slopes of the curves for surrogates (randomized data sets). In addition, the Hurst exponent was calculated from the slope of the power law in the Allan factor curve to determine whether the long-range correlations among the fluctuations in breath number were positively or negatively correlated. The results can be summarized as follows. Fluctuations in all three parameters were fractal in nine subjects. There were four subjects in whom only the fluctuations in number of breaths and breath amplitude were fractal, three subjects in whom only the fluctuations in number of breaths were fractal, and two subjects in whom only fluctuations in breath number and respiratory period were fractal. Time-scale-invariant behavior was absent in the two remaining subjects. The results indicate that, in most cases, apparently random fluctuations in respiratory pattern are, in fact, correlated over more than one time scale. Moreover, the data suggest that fractal fluctuations in breath number, respiratory period, and breath amplitude are controlled by separate processes.Allan and Fano factors; breath amplitude and frequency; dispersional analysis; Hurst exponent RESPIRATION IN AWAKE, HEALTHY adult humans is characterized by considerable variability in the frequency, duration, and amplitude of breaths (5,8,18,24,31). The aim of the present study was to define the basis for the variability of these respiratory parameters. Two possibilities were considered.First, except for some short-range correlations (4, 10), the fluctuations in respiration might be random, i.e., uncorrelated (6,16,32). That is, although influenced by events (breaths) in the recent past, the present value of the measured parameter would not be related to events in the distant past.The second possibility is that long-range correlations also exist among the fluctuations in one or more of the respiratory parameters. If so, it would be important to define the duration of the memory in the system. Here, the term "memory" is used in the context of the time frame over which a series of events are correlated. If the memory extends across more than one time scale, the fluctuations would be best modeled as arising from a fractal (time-scale-invariant) process in which the present value of the measured property is related to events in the distant past (2, 12, 23, 34). The term "time scale" refers to the temporal resolution used to measure the paramete...