Course description

Course Overview

This course series is designed to provide an in-depth understanding of discrete mathematics as it applies to computer science. Participants will learn the essential principles and techniques of discrete mathematics and how they are utilized in various computer science applications.

Key Learning Objectives

By the end of the course series, participants will:

• Understand fundamental concepts of discrete mathematics such as set theory, logic, relations, and graph theory.
• Apply discrete mathematics principles to problem-solving in computer science.
• Analyze and solve problems using combinatorics and probability theory.
• Gain proficiency in formal reasoning and mathematical proof techniques.

Requirements

No formal prerequisites are required, but a basic understanding of algebra and computer programming will be beneficial for participants.

Outcomes

Upon completion of the course, participants will be able to:

• Demonstrate a strong understanding of discrete mathematics concepts as they relate to computer science.
• Apply mathematical principles to design and analyze algorithms and data structures.
• Utilize discrete mathematics techniques to solve complex computational problems.
• Develop a foundation for advanced studies in computer science and related fields.

Certification

Participants who successfully complete the course series will receive a certificate of completion, demonstrating their proficiency in discrete mathematics for computer science.

What will i learn?

• Demonstrate a strong understanding of discrete mathematics concepts as they relate to computer science.
• Apply mathematical principles to design and analyze algorithms and data structures.
• Utilize discrete mathematics techniques to solve complex computational problems.
• Develop a foundation for advanced studies in computer science and related fields.