<p>The above table means t-test for relation between an in-degree distribution </p><p></p><p></p><p></p><p><mi>e</mi></p><p><mo>−</mo></p><p><mi>λ</mi></p><p><mi>i</mi><mi>n</mi></p><p></p><mi>x</mi><p></p><p></p><p></p><p></p><p></p> and an out- degree distribution <p></p><p></p><p></p><p><mi>e</mi></p><p><mo>−</mo></p><p><mi>λ</mi></p><p><mi>o</mi><mi>u</mi><mi>t</mi></p><p></p><mi>x</mi><p></p><p></p><p></p><p></p><p></p>. The bellow one means Mann-Whitney U test for the highest degree for those degree distributions, that is, <p></p><p></p><p><mi>max</mi></p><p><mi>k</mi><mo>*</mo></p><mo>=</mo><mi>max</mi><mo>{</mo><mi>k</mi><mo>|</mo><p><mi>e</mi></p><p><mo>−</mo></p><p><mi>λ</mi><mo>*</mo></p><mi>x</mi><p></p><p></p><mo>></mo><mn>0</m...
<p>((a) <i>N</i> = 16, <i>K</i> = 7, step = 1; (b) <i>N</i> = 16, <i>K</i> = 7, step = 3000; (c) <i>...
<p>Note: P-values associated with Mann-Whitney U-Test comparing mean values for the survey and biolo...
<p>All degree distributions are power-law-like. and are respectively showed in the 3rd and 4th row...
<p>(A,C,E) Degree distributions based on normalized mutual information with the whole dataset, data ...
<p>Table <b>2.</b> Statistical analysis with a Mann-Whitney U test of the VEPS/CP (degrees/cm) data ...
These degrees do not consider the connections among layers. The superscripts (a,b) represent cases w...
The networks degree distributions with different m values for r = 15 on original network of average ...
<p>For the selected years 1995, 2003, and 2011, the first row has the in-degree distributions while ...
A set of tables for the upper 5 and 1 percent critical points of the maximum F ratio test for homoge...
<p>(A) Cumulative node degree distributions on a semi-log scale for the state of the same culture at...
<p>Degree distribution depicts the probability of nodes with a given degree occurring in the graph. ...
<p>The cumulative degree distributions of the unipartite graphs generated with each technique, for a...
<p>The in-degree distributions for each threshold at the random network (<i>t</i> = 0) and at times ...
<p>For each degree distribution we give a p-value for the fit to the power-law model and likelihood ...
<p>(a) in-degree distribution, (b) cumulative in-degree distribution, (c) degree distribution below ...
<p>((a) <i>N</i> = 16, <i>K</i> = 7, step = 1; (b) <i>N</i> = 16, <i>K</i> = 7, step = 3000; (c) <i>...
<p>Note: P-values associated with Mann-Whitney U-Test comparing mean values for the survey and biolo...
<p>All degree distributions are power-law-like. and are respectively showed in the 3rd and 4th row...
<p>(A,C,E) Degree distributions based on normalized mutual information with the whole dataset, data ...
<p>Table <b>2.</b> Statistical analysis with a Mann-Whitney U test of the VEPS/CP (degrees/cm) data ...
These degrees do not consider the connections among layers. The superscripts (a,b) represent cases w...
The networks degree distributions with different m values for r = 15 on original network of average ...
<p>For the selected years 1995, 2003, and 2011, the first row has the in-degree distributions while ...
A set of tables for the upper 5 and 1 percent critical points of the maximum F ratio test for homoge...
<p>(A) Cumulative node degree distributions on a semi-log scale for the state of the same culture at...
<p>Degree distribution depicts the probability of nodes with a given degree occurring in the graph. ...
<p>The cumulative degree distributions of the unipartite graphs generated with each technique, for a...
<p>The in-degree distributions for each threshold at the random network (<i>t</i> = 0) and at times ...
<p>For each degree distribution we give a p-value for the fit to the power-law model and likelihood ...
<p>(a) in-degree distribution, (b) cumulative in-degree distribution, (c) degree distribution below ...
<p>((a) <i>N</i> = 16, <i>K</i> = 7, step = 1; (b) <i>N</i> = 16, <i>K</i> = 7, step = 3000; (c) <i>...
<p>Note: P-values associated with Mann-Whitney U-Test comparing mean values for the survey and biolo...
<p>All degree distributions are power-law-like. and are respectively showed in the 3rd and 4th row...