Prerequisites: Introduction to Matplotlib, Introduction to PyQt5, Bubble Sort
Learning any algorithm can be difficult, and since you are here at GeekforGeeks, you definitely love to understand and implement various algorithms. It is tough for every one of us to understand algorithms at the first go. We tend to understand those things more which are visualized properly. One of the basic problems that we start with is sorting algorithms. It might have been challenging for you to learn those algorithms so here we are today showing you how you can visualize them.
Modules Needed
Matplotlib: Matplotlib is an amazing visualization library in Python for 2D plots of arrays. To install it type the below command in the terminal.
pip install matplotlib
PyQt5: PyQt5 is cross-platform GUI toolkit, a set of python bindings for Qt v5. One can develop an interactive desktop application with so much ease because of the tools and simplicity provided by this library. To install it type the below command in the terminal.
pip install PyQt5==5.9.2
So, with that all set up, let’s get started with the actual coding. First, create a file named main.py and add the following lines of code to it.
Python3
# imports import random from matplotlib import pyplot as plt, animation # helper methods def swap(A, i, j): A[i], A[j] = A[j], A[i] # algorithms def bubblesort(A): swapped = True for i in range ( len (A) - 1 ): if not swapped: return swapped = False for j in range ( len (A) - 1 - i): if A[j] > A[j + 1 ]: swap(A, j, j + 1 ) swapped = True yield A def visualize(): N = 30 A = list ( range ( 1 , N + 1 )) random.shuffle(A) # creates a generator object containing all # the states of the array while performing # sorting algorithm generator = bubblesort(A) # creates a figure and subsequent subplots fig, ax = plt.subplots() ax.set_title( "Bubble Sort O(n\N{SUPERSCRIPT TWO})" ) bar_sub = ax.bar( range ( len (A)), A, align = "edge" ) # sets the maximum limit for the x-axis ax.set_xlim( 0 , N) text = ax.text( 0.02 , 0.95 , "", transform = ax.transAxes) iteration = [ 0 ] # helper function to update each frame in plot def update(A, rects, iteration): for rect, val in zip (rects, A): rect.set_height(val) iteration[ 0 ] + = 1 text.set_text(f "# of operations: {iteration[0]}" ) # creating animation object for rendering the iteration anim = animation.FuncAnimation( fig, func = update, fargs = (bar_sub, iteration), frames = generator, repeat = True , blit = False , interval = 15 , save_count = 90000 , ) # for showing the animation on screen plt.show() plt.close() if __name__ = = "__main__" : visualize() |
Output: