## Description

This course covers **all Mathematics needed** **to become Software Developer**. Here we will discuss Linear Algebra, Modern Analysis, Mathematical Logic, Number Theory and Discrete Mathematics. By the end of this course you **will be able to analyze and describe computer science concepts and methods**. This course is a great opportunity for you to gain deep understanding of all processes a executed in the computer system when programming. The specific objectives of the course are the following:

- Learn how to apply proof techniques to your computer program.
- Learn encrypting and decrypting messages with Number Theory.
- Learn how the software development is related to Discrete Mathematics and Digital Electronics.
- Understand how to use mathematical tools to properly analyze any computer algorithm.
- Learn how to apply Calculus, Probability Theory and Linear Algebra while computing.
- Understand how to apply Lambda Calculus to Functional Programming.

## What you’ll learn

- Proof Techniques. Mathematical Induction and Recursion Theory.
- Mathematical Logic. Propositional and First Order Calculus. Model Theorem.
- Programs verifications and Model Checking
- Linear Algebra. Matrix Theory in Computer Science.
- Boolean Algebra and its applications in Digital Electronics.
- Lambda Calculus as a Foundation of Functional Programming
- Number Theory and Encryption.
- Modern Statistics and Probabilistic Methods in Computer Science.
- Functional Analysis and the efficiency of computer algorithms Decision Theory

## Requirements

- Desire to Learn Mathematics for Programming
- Interested in Computer Science Field
- Basic High School Mathematics

## Who this course is for:

- Beginner Java Developers
- Beginner Python Developers
- Beginner C & C++ Developers
- Computer Science Students
- Engineering Students
- Employees in Programming Companies