We then simulated a random vector of equal dimension to Φ ⃗ from a LogN (m = − (s Φ (0 ) ) 2 / 2, s = s Φ (0 ) ) distribution where s Φ (0 ) represents the initial value of s Φ and controls the standard deviation of Φ. Next, these random Φ ⃗ variates were rank ordered and assigned to the corresponding gene of the same SCUO rank.
Step 2. Orientation histogram: Each window is first divided into non-overlapping cells of equal dimension, e.g., a rectangular cell of 8 × 8.
Rather than dividing the aeromagnetic data into overlapping subregions of equal dimension on a uniform grid, we selected subregions of dimension 55 × 55 km across the entire magnetic map and additional random blocks at prominent magnetic anomaly regions.
It requests patients to seat at a table, facing a rectangular box that is divided into two square compartments of equal dimension by means of a partition: one of the two compartments contains one hundred and fifty, 2.5 cm, colored, wooden cubes.
The following theorem gives a formula for the Lefschetz coincidence number of a pair of continuous maps between nilmanifolds of equal dimension.
Now we prove practical formulas for the Reidemeister coincidence number, the Lef-schetz coincidence number and the Nielsen coincidence number of a pair of continuous maps between oriented infra-nilmanifolds of equal dimension.
In this section, we give practical formulas for the Reidemeister coincidence number, the Lefschetz coincidence number and the Nielsen coincidence number of a pair of continuous maps between oriented infra-nilmanifolds of equal dimension.
a Each quantitative variable was split into 5 classes of equal dimension (see Materials and Methods) when looking for the whole cerasiforme sample and number of classes.
In addition, they found that the best SMQ performance at low rates was achieved when the spectral parameters matrix (assuming a size for each matrix of LSFs) was split into five equal dimension size submatrices, =, given by (1).
This is different from the equal dimension drop case, as shown by S. Eilers in [6].
