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The simple SOV model considers the case in which a particle (car) migrates at most one cell per step, as in the present model for bedload transport.
A Howell design of side s and order 2n+2, or more briefly an H s,2n+2), is an s×s array in which each cell is either empty or contains an unordered pair of elements from some 2n+2 set V such that (1) every element of V occurs in precisely one cell of each row and each column, and (2) every unordered pair of elements from V is in at most one cell of the array.
Each lattice point can accommodate at most one cell at any time.
We assume that at any particular time in the cancer progression at most one cell in the tumor population acquires a new mutation leading to a clonal expansion.
The size of the squares is chosen to be slightly larger than the diameter of a DC thus allowing at most one cell per square.
We initiate a single cell in the center of our 3,500 μm × 3,500 μm computational domain, composed of 3502 equal-sized blocks of 100 μm2 each that can hold at the most one cell at any time.
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The model incorporates crowding effects by permitting each lattice site to be occupied by, at most, one simulated cell [ 21, 43, 57].
This method is based on the assumptions that the rate in each cell is far less than unity and that at most one earthquake occurs in one cell.
It is assumed that λ i is far less than unity and that at most one earthquake occurs in one cell.
Since the CoMP set only includes the LTE-R eNBs, LTE-R eNBs are located along the train line for each UE served by LTE-R eNBs; at most, one neighbor LTE-R cell will cause high interference to the UE.
Thirteen of these lines amplified fragments of variable sizes, indicating large (>1 kb) deletions at the CCR5 site, since the analysis was done on callus, which could consist of more than one cell line, most of these samples also generated the parental 2.1 kb band (Fig. 5b).
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