Intermediate

NumPy: The Core of Numerical Computing

NumPy is a fundamental Python library for numerical computing. It provides fast and efficient array operations, mathematical functions, and tools for handling large datasets, forming the backbone of data science and machine learning workflows.

4.9
|5h 51m
NumPy: The Core of Numerical Computing course

What's Included

20

Lessons

5h 51m

Duration

Certificate

What You'll Master

Skills and outcomes you'll walk away with

Introduction to NumPy

Python Foundations for NumPy

Installing and Setting Up NumPy

NumPy Arrays and Data Structures

Array Indexing and Slicing

Array Operations and Broadcasting

Course Curriculum

20 lessons • 5h 51m total

1

Introduction to NumPy

19m
2

Python Foundations for NumPy

19m
3

Installing and Setting Up NumPy

17m
4

NumPy Arrays and Data Structures

19m
5

Array Indexing and Slicing

19m
6

Array Operations and Broadcasting

21m
7

Mathematical and Statistical Functions

17m
8

Linear Algebra with NumPy

19m
9

Random Number Generation and Simulation

14m
10

Data Cleaning and Preprocessing

16m
11

NumPy for Data Analysis

15m
12

Data Visualization Integration

15m
13

NumPy with Pandas and Data Science Tools

19m
14

Machine Learning Foundations with NumPy

16m
15

Deep Learning and AI Applications

16m
16

Performance Optimization and Memory Management

18m
17

Avanced NumPy Techniques

16m
18

Real-World Data Analysis Projects

14m
19

AI Model Development Workflows

20m
20

Expert-Level NumPy and AI Engineering

22m

Certification Path

Certification Exam

57 multiple-choice questions • 70% passing score required

Final Project: Multidimensional Analysis and Vectorized Signal Processing

This final project requires you to build a comprehensive numerical analysis pipeline using NumPy. You will simulate and process complex sensor data to demonstrate your mastery of array manipulation and performance optimization. Tasks include: 1. Data Synthesis: Create a 3D NumPy array (shape: 1000, 10, 5) representing time-series data for 10 sensors across 5 different experimental conditions using a combination of normal and uniform distributions. 2. Preprocessing: Utilize boolean indexing and masking to identify and replace simulated missing values (NaNs) and apply a Min-Max normalization across the temporal axis for each sensor. 3. Statistical Analysis: Calculate the mean, standard deviation, and peak-to-peak values for each sensor-condition pair using specified axis parameters. 4. Linear Algebra: Compute the correlation matrix for the sensors and derive the principal components of the data using np.linalg.eig to understand sensor dependencies. 5. Performance Optimization: Implement a custom signal smoothing function (moving average) using NumPy's broadcasting or stride tricks and provide a benchmark comparison against a standard Python for-loop implementation. Your final submission must be a Jupyter Notebook or a clean Python script including inline documentation.

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