The next few exercises ask you to implement relations (and the standard relationoperations) in a programming language of your choice. Don’t worry too much aboutefficiency in your implementation; it’s okay to run in time Θ(n3), Θ(n4) or evenΘ(n5) when relation R is on a set of size n.(programming required) Develop a basic implementation of relations on a set A. Also implement inverse (R−1) and composition (R ◦ T,where both R and T are subsets of A × A).

The next few exercises ask you to implement relations (and the standard relation operations) in a programming language of your choice. Don’t worry too much about efficiency in your implementation;...

The next few exercises ask you to implement relations (and the standard relation

operations) in a programming language of your choice. Don’t worry too much about

efficiency in your implementation; it’s okay to run in time Θ(n

3), Θ(n⁴) or even

Θ(n⁵) when relation R is on a set of size n.

(programming required) Develop a basic implementation of relations on a set A. Also implement inverse (R⁻¹) and composition (R ◦ T,

where both R and T are subsets of A × A).

May 07, 2022