$($Please use Java$)$ I use IntelliJ

For this project, I need to produce a large data set to time different sorting algorithms. You must implement and test the following algorithms.

Bogo Sort

Bubble Sort

Selection Sort

Insertion Sort

Merge Sort

Quick Sort

We want to test sorting algorithms with different sets of data.

For each of the algorithms above, create arrays of the following sizes.

$1..\mathrm{.}10,$steps of $1.$

$10..\mathrm{.}100,$steps of $10.$

$100..\mathrm{.}1000$steps of $100.$

$1000..\mathrm{.}10,000$steps of $1000.$

$10,000..\mathrm{.}100,000$steps of $10,000.$

$100,000..\mathrm{.}1,000,000$steps of $100,000.$

$1,000,000..\mathrm{.}10,000,000$steps of $1,000,000.$

$10,000,000..\mathrm{.}100,000,000$steps of $10,000,000.$

Then fill the arrays with numbers and sort them using the algorithms above.

I don't have to run the program if it takes more than $2$minutes to complete a particular sort. That is to say, don't do all the sets. If an algorithm $($like bubble sort and bogo sort$)$takes more than $2$minutes to sort $10,000$numbers$,$ then that can be considered the largest set you can reasonably sort.$$

For each sort, record the time that the program takes to complete the work. Record this time, along with the number of items that were to be sorted, and the properties of the data $($see below$)$into a CSV file.

Based on the size of the arrays, above, you will have $80$different sorts for each of the algorithms. But we're going to add three different features to each algorithm. So we'll have $80$sorts $*6$algorithms $*3$array characteristics $=1440$different sorts to be completed. The array characteristics are as follows.

Sorted $($sorted in ascending order$).$

A randomly ordered array.

Reverse sorted $($sorted in descending order$).$

Your CSV file will look something like this...

Algorithm

Size of Array

Time $($seconds$)$

Characteristic

Bogo

$10$

$100$

random

Bogo

$20$

$120$

random

Selection

$100$

$20$

random

Selection

$200$

$40$

random

Quicksort

$1000000$

$20$

random

This is just to give you the flavor. Yours should be much more consistent and ordered...