Circadian rhythms are generated by interlocked transcriptional-translational negative feedback loops (TTFLs), the molecular process implemented within a cell. The contributions, weighting and balancing between the multiple feedback loops remain debated. Dissociated, free-running dynamics in the expression of distinct clock genes has been described in recent experimental studies that applied various perturbations such as slice preparations, light pulses, jet-lag, and culture medium exchange. In this paper, we provide evidence that this "presumably transient" dissociation of circadian gene expression oscillations may occur at the single-cell level.Conceptual and detailed mechanistic mathematical modeling suggests that such dissociation is due to a weak interaction between multiple feedback loops present within a single cell. The dissociable loops provide insights into underlying mechanisms and general design principles of the molecular circadian clock. receptor loop has been identified, involving Ror (Ror α, -β, -γ) as positive regulators of Bmal1 and RevErb (RevErbα, -β) as negative regulators [3,4]. Like Per and Cry genes, RevErb and Ror are transcriptionally activated by heterodimers of CLOCK and BMAL1. It has been shown by computational modeling [5] and confirmed by double-knockouts [6] that this loop plays an essential role in the rhythm generation. We will refer to this additional loop as the Bmal-Rev loop. It has been proposed that interlocking of such multiple loops contributes to the flexibility and robustness of the circadian system [7,8].Complementary to experimental progress, mathematical modeling made a decisive contribution towards a better understanding of the design principles and complex dynamical behavior of the molecular circadian pacemakers across diverse organisms such as cynobacteria, fungus Neurospora crassa, plants, and mammals [5,[9][10][11][12][13][14] as well as regulatory modules downstream of the main clock [15,16]. It has been commonly assumed that interaction of feedback loops confers robustness to molecular clock oscillations through phase-and frequency-locking of all component expressions.In the terminology of dynamical systems theory, the whole clock network constitutes a limit cycle oscillator, thereby all components form a periodic orbit of period τ , for which small perturbations from steady state dynamics decay with a characteristic time scale, that can be surprisingly long, even longer than 24 h. In the course of such "presumably transient" dynamics, individual components of the limit cycle oscillator may dissociate and could show different instantaneous periods, amplitude modulations and phase slips as they approach their steady state oscillations.Recent experimental evidence shows that circadian rhythms of core clock genes dissociate at least transiently under certain conditions. In situ hybridization of mouse SCN revealed that circadian cycles of mPer1 expression react more rapidly than those of mCry1 expression to an advanced lighting schedule [17]. Per1 and Per2 mRNA rhyt...