Reviews
Description
The main idea behind this book is to encourage readers to approach
mathematical domains from a functional programming perspective: to
identify the main functions and types involved and, when necessary, to
introduce new abstractions; to give calculational proofs; to pay
attention to the syntax of the mathematical expressions; and, finally,
to organize the resulting functions and types in domain-specific languages.
The book is recommended for developers who are learning mathematics and
would like to use Haskell to make sense of definitions and theorems. It
is also a book for the mathematically interested who wants to explore
functional programming and domain-specific languages. The book helps put
into perspective the domains of Mathematics and Functional Programming
and shows how Computer Science and Mathematics are usefully taught together.
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The main idea behind this book is to encourage readers to approach
mathematical domains from a functional programming perspective: to
identify the main functions and types involved and, when necessary, to
introduce new abstractions; to give calculational proofs; to pay
attention to the syntax of the mathematical expressions; and, finally,
to organize the resulting functions and types in domain-specific languages.
The book is recommended for developers who are learning mathematics and
would like to use Haskell to make sense of definitions and theorems. It
is also a book for the mathematically interested who wants to explore
functional programming and domain-specific languages. The book helps put
into perspective the domains of Mathematics and Functional Programming
and shows how Computer Science and Mathematics are usefully taught together.
Reviews