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Introduction to dependent types with...

Sitnikovski, Boro.

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Introduction to dependent types with Idris = encoding program proofs in types /

Record Type:	Electronic resources : Monograph/item
Title/Author:	Introduction to dependent types with Idris/ by Boro Sitnikovski.
Reminder of title:	encoding program proofs in types /
Author:	Sitnikovski, Boro.
Published:	Berkeley, CA :Apress : : 2023.,
Description:	xviii, 157 p. :ill., digital ;24 cm.
[NT 15003449]:	Chapter 1: Formal Systems -- Chapter 2: Classical Mathematical Logic -- Chapter 3: Type Theory -- Chapter 4: Programming in Idris -- Chapter 5: Proving in Idris.
Contained By:	Springer Nature eBook
Subject:	Idris (Computer program language) -
Online resource:	https://doi.org/10.1007/978-1-4842-9259-4
ISBN:	9781484292594

Introduction to dependent types with Idris = encoding program proofs in types /
Sitnikovski, Boro.

Introduction to dependent types with Idrisencoding program proofs in types /[electronic resource] :by Boro Sitnikovski. - Berkeley, CA :Apress :2023. - xviii, 157 p. :ill., digital ;24 cm.

Chapter 1: Formal Systems -- Chapter 2: Classical Mathematical Logic -- Chapter 3: Type Theory -- Chapter 4: Programming in Idris -- Chapter 5: Proving in Idris.

Dependent types are a concept that allows developers to write proof-carrying code. Idris is a programming language that supports dependent types. This book will teach you the mathematical foundations of Idris as well as how to use it to write software and mathematically prove properties. The first part of the book serves as an introduction to the language's underlying theories. It starts by reviewing formal systems and mathematical logical systems as foundational building blocks, then gradually builds up to dependent types. Next, you'll learn type theory for dependent types. Following this, you'll explore the Idris programming language and conclude by exploring the depths of formal systems and type checkers by implementing them. Introduction to Dependent Types with Idris will walk you through simple examples through more advanced techniques, stepping up the difficulty as you gain more knowledge. Every chapter includes a set of exercises based on what it covered to further cement your learning. No specialized knowledge of mathematics is expected beyond the basics, so it is perfect for novices. You will: Understand Lambda calculus and dependent types Gain insight into functional programming Write mathematical proofs with Idris.

ISBN: 9781484292594

Standard No.: 10.1007/978-1-4842-9259-4doiSubjects--Topical Terms:

3632897
Idris (Computer program language)

LC Class. No.: QA76.62

Dewey Class. No.: 005.114

Introduction to dependent types with Idris = encoding program proofs in types /
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505 0 $a Chapter 1: Formal Systems -- Chapter 2: Classical Mathematical Logic -- Chapter 3: Type Theory -- Chapter 4: Programming in Idris -- Chapter 5: Proving in Idris.
520 $a Dependent types are a concept that allows developers to write proof-carrying code. Idris is a programming language that supports dependent types. This book will teach you the mathematical foundations of Idris as well as how to use it to write software and mathematically prove properties. The first part of the book serves as an introduction to the language's underlying theories. It starts by reviewing formal systems and mathematical logical systems as foundational building blocks, then gradually builds up to dependent types. Next, you'll learn type theory for dependent types. Following this, you'll explore the Idris programming language and conclude by exploring the depths of formal systems and type checkers by implementing them. Introduction to Dependent Types with Idris will walk you through simple examples through more advanced techniques, stepping up the difficulty as you gain more knowledge. Every chapter includes a set of exercises based on what it covered to further cement your learning. No specialized knowledge of mathematics is expected beyond the basics, so it is perfect for novices. You will: Understand Lambda calculus and dependent types Gain insight into functional programming Write mathematical proofs with Idris.
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