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Number Theory - Basic Introduction

Number Theory – Basic Introduction

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Gain the skills and credentials to kickstart a successful career and learn from the experts with this step-by-step training course. This Number Theory – Basic Introduction has been specially designed to help learners gain a good command of Number Theory, providing them with a solid foundation of knowledge to become a qualified professional.

Through this Number Theory – Basic Introduction, you will gain both practical and theoretical understanding of Number Theory that will increase your employability in this field, help you stand out from the competition and boost your earning potential in no time.

Not only that, but this training includes up-to-date knowledge and techniques that will ensure you have the most in-demand skills to rise to the top of the industry. This qualification is fully accredited, broken down into several manageable modules, ideal for aspiring professionals.

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8+ hours of on-demand video lectures and downloadable resources.
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Course Curriculum

Introduction

What is Number Theory

00:08:00

Basics of Number Theory

Number Theory

00:07:00
Number Sets

00:09:00
Number Patterns

00:10:00
Even & Odd Numbers

00:11:00
Number Properties

00:10:00
Proofs

00:11:00

Number Bases

Number Bases

00:12:00
Binary Base

00:12:00
Binary Arithmetics

00:15:00
Hexadecimal Base

00:13:00
Hexadecimal Arithmetics

00:14:00

Factorials

Factorial

00:05:00
Double Factorial

00:09:00
Super Factorial

00:03:00
Exponential Factorial

00:03:00
Factorion

00:05:00
Stirling’s Formula

00:03:00
Number of Digits

00:03:00

Divisibility

Divisibility

00:07:00
Divisibility Rules

00:04:00
Euclidean Division Theorem

00:08:00
GCD & LCM

00:11:00
Bézout’s Identity

00:08:00
Perfect Numbers

00:04:00
Practical Numbers

00:05:00
Amicable Numbers

00:04:00
Fibonacci Sequence

00:09:00
Tribonacci Sequence

00:05:00
Golden Ratio

00:11:00

Primes

Prime Numbers

00:09:00
Fundamental Theorem of Arithmetics (FTA)

00:10:00
Almost Primes

00:07:00
Prime Powers

00:02:00
Factorial Prime

00:03:00
Euclid’s Theorems

00:09:00
The Prime Number Theorem

00:04:00
Unsolved Problems

00:06:00
Number Empire

00:07:00

Modular Arithmetic

Modular Arithmetics

00:09:00
Congruence

00:13:00
Congruence Class

00:12:00
Residue Systems

00:04:00
Quadratic Residues

00:04:00
Modular Operations

00:06:00
Inverses

00:07:00
Modular Exponentiation

00:10:00
Wilson’s Theorem

00:05:00
Chinese Remainder Theorem

00:09:00
Fermat’s Little Theorem

00:05:00
Euler’s Totient Function

00:07:00
Euler-Fermat Theorem

00:04:00

Continued Fractions

Continued Fractions

00:08:00
Negative Continued Fractions

00:11:00
Finite Continued Fractions

00:14:00
Infinite Continued Fractions

00:17:00
Periodic Continued Fractions

00:10:00
Convergent

00:12:00

Cryptography

Cryptography

00:09:00
Early Ciphers

00:11:00
Public Key Cryptography

00:13:00
RSA Encryption

00:11:00
Diffie-Hellman Protocol

00:04:00

Resources

Resource – An Introduction to Number Theory

Number Theory - Basic Introduction

£25

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This course includes:

Duration:

8 hours, 31 minutes
Access:

1 Year
Units:

64

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