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Each sentence is read by wavread function in MATHLAB into a one dimension array as illustrated in Figure 2. The starting and ending points of every time-series data are just the same as the beginning and ending points of each array, which means that all information is used without any redundancy.
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The asymptotic effect is clear in Fig. 8, where, for a low number of antennas, the orthogonal properties of large dimension arrays do not hold.
According to Schwartz and Boehnke [ 32], page 236], "The second dimension arrays values in terms of the extent to which they motivate people to follow their own emotional and intellectual interests in unpredictable and uncertain directions (openness) versus to preserve the status quo and the certainty it provides (conservation)." Hedonism shares elements of both openness and self-enhancement.
As postulated by Schwartz, "This dimension arrays values in terms of the extent to which they motivate people to enhance their own personal interests even at the expense of others (self-enhancement) versus to transcend selfish concerns and promote the welfare of others, close and distant and of nature (self-transcendence)" [ 32], page 236].
The decimal two-dimension array coding method instead of binary coding method is proposed to code the solution.
Since the data segment in each channel can be scaled up to l times after being processing with MCWT, the wavelet coefficients are written as a three-dimension array W[l][m][n] as illustrated in Fig. 1.
The coding of this program was designed to treat time-series datasets as a three-dimension array by calling ENVI functions to manipulate individual images; the program loops pixel by pixel to extract the time-dimension to perform filtering and interpolation.
The diagonal gives the original dataset dimensions (array mutants × query mutants).
Two-dimension arrays of miniature cylindrical ion traps have been built to enlarge the total space for trapping, with the number of traps ranging from a few to several hundreds or one million.
The system analysis indicates the thermal matching requirement for thermocouples dimension and array density to maximize the output power.
The mean values of the nanowire dimension, the array density and aspect ratio are summarized in Table 3.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com