Sentence examples for the total dot from inspiring English sources

With the total dot density fixed, significantly larger inter-plane disparities were required for perceptual segregation of the surfaces when the front surface had fewer dots than the back surface compared to when the back surface was the one with fewer dots.

The sparse displays provided every 3rd, 5th, 8th, or 12th dot from the address table, this being 33%, 20 %, 12.5, and 8.3% of the totanddot inventory, respectively.

Two control experiments using patterns of random shapes (Fig.  3a), or patterns of dots in which the total dot surface area was always constant (Fig.  3c), indicate that the monkeys based their dot array choices on numerosity and not on low-level visual attributes.

There are two reasons to believe that numerosity was indeed the cue on which the monkeys based their dot-array choices: (1) When initially tested with dot arrays in which the total dot area was constant or with arrays of arbitrary shapes, the monkeys immediately chose the larger numerosity, indicating that numerosity, rather than some low-level visual cue, was critical to their value judgments.

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Attneave's complexity index – P/A – is defined as the square of the number of dots in the perimeter of the shape divided by the total dots contained within the resulting shape (including the perimeter).

Then, LC3 puncta per cell were calculated by dividing total dot numbers by quantified nuclei per microscopic field.

The answer depends on the ratio of the number of black dots to the total number of dots, and the probability increases markedly as this ratio goes above a certain critical size.

Symmetrical patterns (target stimuli) were composed of 500 dot-pairs (1000 total dots) presented within a circular aperture that subtended 10° in diameter when viewed at a distance of 57 centimeters; individual dots, comprising the dot-pairs, subtended ≈ 0.1 degrees at the same distance.

To avoid interactions of the oriented lines with the edges of the stimuli, we smoothed the total area of dot lattices with a Gaussian (standard deviation [SD] 0.15).

The ratio of dots inside the circle to the total number of dots will approximately equal \scriptstyle \pi/4.