create a representation of your network with friends. For that

purpose, for the sake of simplicity, use a list collection. Create everyone as a person where each

person has unique identifier $($SSN $)$ Create a person with a name, surname, and

this unique identifier. For example:

Person ali $=$ new Person$($Ali$,$Korkmaz$,769)$;

Person ayse $=$ new Person$($Ay$$e$,$Korkmaz$,476)$;

Person murat $=$ new Person$($Murat$,$Korkmaz$,413)$;

Person nilay $=$ new Person$($Nilay$,$Korkmaz$,823)$;

Person deniz $=$ new Person$($Deniz$,$Erdeniz$,511)$;

Person emre $=$ new Person$($Emre$,$Yorulmaz$,670)$;

$...$

Use a proper data structure $($and Java collection$)$ for keeping relations:

$(769,476),(476,413),(476,823),(670,823),(670,769)$

When we want to see all the people a person is connected, for example for Ay$$e Korkmaz $476,$

it must find all the connected people and must show them once:

$476$ is connected to $769$ and $413$ and $823$; $769$ is connected to $476$ and $670$; $413$ is connected to

$476$; $823$ is connected to $476$ and $670$; $...$

Therefore, $476($Ay$$e Korkmaz$)$ is connected to $769($Ali Korkmaz$),413($Murat Korkmaz$),823$

$($Nilay Korkmaz$),$ and also $476$ is connected to $670($Emre Yorulmaz$)$ since Emre Yorulmaz is

connected to $769($Ali Korkmaz$)$ and Ali Korkmaz is connected to $476($Ay$$e Korkmaz$).$

So$,$ all the people whom Ay$$e Korkmaz connected are $768,413,823,670.$

If we want to find whom Ay$$e Korkmaz not connected, then we have $511($Deniz Erdeniz$)$

Create $15$ people and demonstrate the functionality of your code. Ensure your code is readable,

understandable, and sufficiently commented. Your code should be compiled and run without

errors $($better you handle exceptions$).$ use List, Stack, Queue, Priority Queue, Set, and Map.