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Table 2 Pearson correlation

From: Smart cities from low cost to expensive solutions under an optimal analysis

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

0.652

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

0.656

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

0.584

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

0.663

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

1.000

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

0.011

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

0.010

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

0.023

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

0.009

 

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

\(\mathrm{\alpha }\)

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