Symbol	Feature
$VC{C}_{ik}$	$\mathrm{index} \mathrm{of} \mathrm{vulnerability} \mathrm{to} \mathrm{climate} \mathrm{change}$ for i-th poviat in k-th scenario
${\propto }_j$	value of weight of j-th variable
$x_{ij}$	value of j-th variable for i-th poviat
$max x_{ij}$	the maximum value of the j-th variable for i-th poviat
$min x_{ij}$	the minimum value of the j-th variable for i-th poviat
Ik	the Global Moran’s index for k-th scenario
n	the total number of poviats
$x_{ij,} x_{i^{\prime }j}$	the values of j-th variable for i-th and i’th compared poviats
${\overline{x}}_j$	mean value of the variable for all j-th poviats
$w_{i{i}^{\prime }}$	elements of the spatial matrix of weights for i-th and i’th poviat
$S_{0k}$	The value of aggregate weights in k scenario
Z(I)k	the number of standard deviations of Moran’s I in relation to the mean in kth scenario
E(I)k	the expected value of Moran’s I in kth scenario
Var(I)k	the variance value of Moran’s I in kth scenario
$w_{i^{\prime }i}$	elements of the spatial matrix of weights for i’th and i-th poviats
$w_{j\ast }$	quantity of sum of weights in the column of j-th variable
$w_{\ast j}$	quantity of sum of the weights in the row of j-th variable