To compensate for the deficiency of conventional frequency-domain or time-d
omain analysis, this paper presents a multiscale approach to characterize t
he chronobiological time series (CTS) based on a discrete wavelet transform
(DWT). We have shown that the local modulus maxima and zero-crossings of t
he wavelet coefficients at different scales give a complete characterizatio
n of rhythmic activities. We further constructed a tree scheme to represent
those interacting activities across scales. Using the bandpass filter prop
erty of the DWT in the frequency domain, we also characterized the band-rel
ated activities by calculating energy in respective rhythmic bands. Moreove
r, since there is a fast and easily implemented algorithm for the DWT, this
new approach may simplify the signal processing and provide a more efficie
nt and complete study of the temporal-frequency dynamics of the CTS, Prelim
inary results are presented using the proposed method on the locomotion of
mice under altered lighting conditions, verifying its competency for CTS an
alysis.