26 research outputs found

    Classification maps for the test area in northern China using various classifiers under the same training case (90 training samples for each class, 10 features).

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    <p>(a) MLC algorithm. (b) BPN algorithm,  = 0.5,  = 0.8,  = 10–20,  = 10–6. (c) PSVM algorithm, c = 213,  = 2–13. (d) FNPSVM, t1 = 0.1, t2 = 0.8, c = 213 and  = 2–13.</p

    Classification maps for the western part of test area of Da’an city in China using various classifiers under the same training cases (120 training samples for each class, 8 features) based on SPOT image.

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    <p>(a) MLC algorithm. (b) BPN algorithm,  = 0.3,  = 0.8,  = 10<sup>−20</sup>,  = 10<sup>−6</sup>. (c) PSVM algorithm, c = 2<sup>11</sup>,  = 2<sup>−13</sup>. (d) FNPSVM, t1 = 0.1, t2 = 0.8, c = 2<sup>11</sup> and  = 2<sup>−13</sup>.</p

    Univariate and multivariate analyses of risk factors for STH infection (dependent variable) for sampled children in Guizhou and Sichuan, 2010.

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    <p>NOTE. <sup>a</sup>Categorical data are no. (%) of subjects, continuous data are expressed as mean (SD)</p><p>OR = odds ratio; CI = confidence interval.</p

    Figure of Fuzzy Membership Function: <i>t</i><sub>1</sub> and <i>t</i><sub>2</sub> that tune the fuzzy membership of each data point in the training are two user-defined constants, and they determine the range in which the data sample absolutely does or does not belong to a given class.

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    <p>Figure of Fuzzy Membership Function: <i>t</i><sub>1</sub> and <i>t</i><sub>2</sub> that tune the fuzzy membership of each data point in the training are two user-defined constants, and they determine the range in which the data sample absolutely does or does not belong to a given class.</p
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