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Mathematical Foundations for Cryptography
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Mathematical Foundations for Cryptography

Master cryptographic mathematics, including number theory and algorithms, to understand and implement secure encryption systems and protocols.

Course Cost

Free course

Beginner

Skill Level

12 Hours

Self-paced lessons

This foundational course explores the mathematical principles crucial for understanding cryptography and cryptanalysis. Students learn fundamental concepts including prime numbers, modular arithmetic, Euler's theorems, and primality testing. The course provides comprehensive coverage of mathematical tools essential for both symmetric and asymmetric cryptographic methods.

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4.6

18,238 Enrolled

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English

Powered by

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olive-leaves-logo

4.6

18,238 Enrolled

olive-leaves-logo

English

What you'll learn

  • Master prime numbers and modular arithmetic

  • Understand multiplicative inverses and GCD

  • Apply Euler's theorems and functions

  • Implement Chinese Remainder Theorem

  • Perform primality testing

  • Calculate discrete logarithms

Skills you'll gain

Number Theory
Modular Arithmetic
Prime Numbers
Cryptography
Euler's Theorems
Chinese Remainder Theorem
Primality Testing
Discrete Logarithms

This course includes:

3.5 Hours PreRecorded video

9 quizzes

Access on Desktop

FullTime access

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Share your certificate with prospective employers and your professional network on LinkedIn.

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Top companies offer this course to their employees

Top companies provide this course to enhance their employees' skills, ensuring they excel in handling complex projects and drive organizational success.

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There are 4 modules in this course

This course provides a comprehensive introduction to the mathematical foundations essential for cryptography. The curriculum covers fundamental concepts from number theory, including prime numbers and modular arithmetic, progressing to advanced topics like Euler's theorems and primality testing. Students learn through theoretical concepts and practical applications of mathematical principles in cryptographic systems.

Integer Foundations

Module 1 · 3 Hours to complete

Modular Exponentiation

Module 2 · 3 Hours to complete

Chinese Remainder Theorem

Module 3 · 3 Hours to complete

Primality Testing

Module 4 · 3 Hours to complete

Fee Structure

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Faculties

These are the expert instructors who will be teaching you throughout the course. With a wealth of knowledge and real-world experience, they're here to guide, inspire, and support you every step of the way. Get to know the people who will help you reach your learning goals and make the most of your journey.

Mathematical Foundations for Cryptography

Beginner

Skill Level

12 Hours

Self-paced lessons

Course Cost

Free course

Completion

CERTIFICATE

Frequently asked Questions

Below are some of the most commonly asked questions about this course. We aim to provide clear and concise answers to help you better understand the course content, structure, and any other relevant information. If you have any additional questions or if your question is not listed here, please don't hesitate to reach out to our support team for further assistance.