In this paper, we give a recursive construction by using cycle frames which can also be applied to construct k-ARCS(n)s when k≡1(mod2).
Figure 3D shows that similar variations in intensity occurred during this cycle and in the following cycle (frames 760 to 810), which terminated in a reorientation from LCh to RCh.
Images at 33 ms intervals from the two cycles clearly show that in the LCh-only cycle (frames 700 to 750) the plane of the cell transiently brightens as its plane reorients vertically, then relapses to the LCh orientation.
We have observed that such blips in the path trajectories correlate with abortive rolls for at least three cells examined in each of the three media used in Figures 1 and 2. In contrast to the abortive cycle of frames 700 to 750, in the subsequent 'productive' cycle (frames 760 to 810) the cell reorients vertically and brightens, then completes the transition to RCh orientation.
A (k,λ -cycle frame is a (k,λ -cycle(V,G,C) in which C can be partitioned into holey 2-framers, each holey 2-factor beisg a partition of V∖Gi for some Gi∈G.
A (J,λ -cycle frame is a (J,λ -cycle(V,G,C) in which C can be partitioned into holey 2-framers, each holey 2-factor beisg a partition of V∖Gi into cycles for some Gi∈G.
Adjustable duty cycling schemes for lower energy consumption are presented and simulated in[6, 7] discusses an energy-efficient MAC protocol based on ultra-low duty-cycle frame exchanges and scalable network self-configuration.
The existence of (k,λ -cycle frames of type gu with 3≤k≤6 has been solved completely.
Stinson et al. have resolved the existence of (3,λ -cycle frames of type gu.
