Unleash the Power of Functional Programming
What you will learn
Understand the core concepts of Higher Order Functions
Explore a wide range of different Higher Order Functions
Dive deep into advanced programming techniques to solve complex problems with Higher Order Functions
Learn how to harness the power of Currying to destructure and manipulate lists effectively
Create your custom Higher Order Functions tailored to your specific needs
Description
Welcome to the world of Higher Order Functions in OCaml, where programming is elevated to an art form. This course is your gateway to mastering the intricacies of functional programming, exploring OCaml’s expressive capabilities, and harnessing the unparalleled power of higher-order functions.
Functional programming is not just a programming paradigm; it’s a mindset that simplifies complex problems and enhances code reliability. In this course, you’ll embark on a journey through OCaml, a language known for its strong functional programming support.
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What You’ll Learn:
- Functional Programming Concepts: Explore the core principles of functional programming, including immutability, pure functions, and recursion.
- Higher-Order Functions: Dive deep into the concept of higher-order functions, learning how functions can be treated as first-class citizens in OCaml.
- Anonymous Functions: Discover the power of anonymous functions (also known as lambda functions) and how they simplify complex logic.
- Function Composition: Learn how to combine functions to create elegant and reusable code.
- Currying: Understand currying and how it enables you to create specialized functions from general ones.
- Map, Filter, and Reduce: Master the trio of higher-order functions that are indispensable for processing collections of data.
- Recursion: Explore the beauty of recursive functions and how they are a fundamental building block of functional programming.
- Pattern Matching: Delve into pattern matching, a powerful feature in OCaml for handling complex data structures.
Course Introduction
Introduction to the Course
Solved Problems – Higher Order Functions
Problem 1 – Equality Problem
Problem 2 – Product of Elements
Problem 3 – Even Result
Problem 4 – Infinite Powers of Two
Problem 5 – Scalar Product
Problem 6 – Flattening of Lists
Problem 7 – Length
Problem 8 – Reverse
Problem 9 – Occurrences
