Apply the h function in this code to an image and send it as a report with the matlab code and the results:

clc

clear

sigma $=$ sqrt$(2)$;

x $=-4$:$0\mathrm{.}1$:$4$;

y $=$ x;

$[$X$,$Y$]=$ meshgrid$($x$,$y$)$;

Z $=(-1/($pi$*$sigma$^4))*(1-($X$^2+$Y$^2)/(2*$sigma$^2)).*$exp$(-($X$.^2+$Y$.^2)/(2*$sigma$^2))$;

h $=$ fspecial$(\text{'}$log$\text{'},[9,9],$sigma$)$;

h $=$ round$($h $/$ abs$($min$($h$($:$)))*40)$;

x $=-4$:$1$:$4$;

y $=$ x

$[$X$1,$Y$1]=$meshgrid$($x$,$y$)$;

subplot$(121),$mesh$($X$,$Y$,$Z$)$;

set$($gca$,$'fontsize',$10)$;

xlim$([-4,4])$; ylim$([-4,4])$;

xlabel$(\text{'}$X$\text{'})$; ylabel$(\text{'}$Y$\text{'})$;

subplot$(122),$mesh$($X$1,$Y$1,$h$)$;

set$($gca$,$'fontsize',$10)$;

xlim$([-4,4])$; ylim$([-4,4])$;

xlabel$(\text{'}$X$\text{'})$; ylabel$(\text{'}$Y$\text{'})$;