import streamlit as st import time import random import matplotlib.pyplot as plt from matplotlib.animation import FuncAnimation import numpy as np # Set page config st.set_page_config(page_title="Insertion Sort Visualizer", layout="centered") st.title("šŸ”„ Insertion Sort Algorithm Visualizer") st.markdown("Watch how Insertion Sort builds a sorted array one element at a time!") # Sidebar controls st.sidebar.header("Controls") array_size = st.sidebar.slider("Array Size", min_value=5, max_value=50, value=20) speed = st.sidebar.slider("Animation Speed (seconds)", min_value=0.1, max_value=2.0, value=0.5, step=0.1) # Generate random array if st.sidebar.button("Generate New Array"): st.session_state.array = random.sample(range(1, 100), array_size) st.session_state.history = [] st.session_state.steps = [] st.rerun() # Initialize array in session state if "array" not in st.session_state: st.session_state.array = random.sample(range(1, 100), array_size) st.session_state.history = [] st.session_state.steps = [] array = st.session_state.array.copy() # Insertion Sort with step recording def insertion_sort_with_steps(arr): steps = [] history = [] arr = arr.copy() for i in range(1, len(arr)): key = arr[i] j = i - 1 # Record current state history.append(arr.copy()) steps.append({ 'comparing': i, 'key': key, 'action': f"Pick {key} and insert into sorted portion" }) while j >= 0 and arr[j] > key: arr[j + 1] = arr[j] j -= 1 # Record shift history.append(arr.copy()) steps.append({ 'comparing': j + 1, 'inserting': i, 'key': key, 'action': f"Shift {arr[j+1]} right" }) arr[j + 1] = key # Record after insertion history.append(arr.copy()) steps.append({ 'inserted': j + 1, 'key': key, 'action': f"Insert {key} at position {j+1}" }) # Final sorted array history.append(arr.copy()) steps.append({'action': "Sorting Complete! šŸŽ‰", 'sorted': True}) return history, steps # Run sorting only when needed if st.button("Start Sorting") or st.session_state.get("running", False): if not st.session_state.history: with st.spinner("Running Insertion Sort..."): history, steps = insertion_sort_with_steps(st.session_state.array) st.session_state.history = history st.session_state.steps = steps st.session_state.current_step = 0 st.session_state.running = True # Animation placeholder chart = st.empty() info = st.empty() progress = st.progress(0) # Animation loop for idx, (state, step) in enumerate(zip(st.session_state.history, st.session_state.steps)): st.session_state.current_step = idx # Update progress progress.progress((idx + 1) / len(st.session_state.history)) # Create bar plot fig, ax = plt.subplots(figsize=(10, 6)) bars = ax.bar(range(len(state)), state, color='skyblue', edgecolor='black') # Highlight current key and sorted portion if 'comparing' in step: bars[step['comparing']].set_color('orange') if 'inserted' in step: bars[step['inserted']].set_color('green') if 'inserting' in step: bars[step['inserting']].set_color('red') # Color the sorted portion (left part) sorted_until = 0 for s in st.session_state.steps[:idx]: if 'inserted' in s: sorted_until = max(sorted_until, s['inserted'] + 1) for i in range(sorted_until): bars[i].set_color('#90EE90') # light green for sorted ax.set_title("Insertion Sort Visualization", fontsize=16, fontweight='bold') ax.set_xlabel("Index") ax.set_ylabel("Value") ax.set_xlim(-0.5, len(state) - 0.5) ax.set_ylim(0, max(state) * 1.1) # Add step description action_text = step.get('action', 'Processing...') info.markdown(f"**Step {idx + 1}/{len(st.session_state.history)}**: {action_text}") chart.pyplot(fig) plt.close(fig) time.sleep(speed) st.success("Insertion Sort Completed!") st.balloons() st.session_state.running = False # Display current array st.subheader("Current Array") cols = st.columns(len(array)) for i, val in enumerate(array): cols[i].metric(label=f"Index {i}", value=val) # Show algorithm explanation with st.expander("How Insertion Sort Works"): st.markdown(""" ### Insertion Sort Algorithm Insertion Sort builds the final sorted array one item at a time. **Steps:** 1. Start with the second element (index 1) 2. Compare it with elements on its left 3. Shift larger elements one position to the right 4. Insert the element in its correct position 5. Repeat until the entire array is sorted **Time Complexity:** - Best Case: O(n) → Already sorted - Average/Worst Case: O(n²) **Great for:** Small datasets or nearly sorted arrays! """) # Reset button if st.button("Reset"): st.session_state.array = random.sample(range(1, 100), array_size) st.session_state.history = [] st.session_state.steps = [] st.session_state.running = False st.rerun()