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Learn You a Haskell for Great Good! - Miran Lipovaca [179]

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Texas Ranges, Texas Ranges

using with floating-point numbers, Texas Ranges

using with lists, Texas Ranges

Rational data type, Making Monads

Read type class, The Ord Type Class

readability, improving via where keyword, where?!

Reader monad, The Reader Monad

readFile function, It's Bracket Time

reading files, Transforming Input

record syntax, Record Syntax, type vs. newtype vs. data, type vs. newtype vs. data

using in newtype declarations, type vs. newtype vs. data

using to create data types, Record Syntax

rectangles, representing, Defining a New Data Type

recursion, Hello Recursion!, Hello Recursion!, Hello Recursion!, The Code, Maybe As a Functor, Writing the Optimal Path Function, Useful Functions for Applicatives

approaching, The Code

base case, Hello Recursion!

in Heathrow to London example, Writing the Optimal Path Function

in mathematics, Hello Recursion!

using with applicative functors, Useful Functions for Applicatives

using with Functor type class, Maybe As a Functor

recursive data structures, Go Left, Then Right, Go Left, Then Right, Recursive Data Structures, Improving Our List

algebraic data types, Go Left, Then Right

binary search tree, Improving Our List

infix functions, Recursive Data Structures

recursive definition, More Random Functions

recursive functions, Pattern Matching, Pattern Matching with Lists and List Comprehensions, Hello Recursion!, Hello Recursion!, Hello Recursion!, replicate, take, reverse, reverse, repeat, zip, Almost As Good: Association Lists

defining, Hello Recursion!

elem, reverse

maximum, Hello Recursion!

operating on lists, Almost As Good: Association Lists

repeat, repeat

replicate, replicate

reverse, reverse

take, take

writing, Hello Recursion!

zip, zip

repeat function, Texas Ranges, take, take

using recursively, take

using with lists, Texas Ranges

replicate function, Texas Ranges, Maximum Awesome, Maximum Awesome

using recursively, Maximum Awesome

using with lists, Texas Ranges

return function, The Monad Type Class, The Monad Type Class, The Writer Type

in Monad type class, The Monad Type Class

using with Writer type, The Writer Type

reverse function, More List Operations, take, Right Folds with foldr, Right Folds with foldr

using fold with, Right Folds with foldr

using recursively, take

using with lists, More List Operations

reverse polish notation (RPN), Functionally Solving Problems

right fold function, Right Folds with foldr

right triangle, finding, Using Pairs

Right value, feeding to functions, Error Error on the Wall

road system, Calculating the Quickest Path, Writing the Optimal Path Function, Writing the Optimal Path Function

getting from input, Writing the Optimal Path Function

representing, Calculating the Quickest Path

RPN (reverse polish notation), Functionally Solving Problems

RPN calculator, foldM, Making a Safe RPN Calculator, Making a Safe RPN Calculator, Making a Safe RPN Calculator, Making a Safe RPN Calculator

failures, Making a Safe RPN Calculator

folding function, Making a Safe RPN Calculator

making safe, foldM

reads function, Making a Safe RPN Calculator

RPN expressions, calculating, Reverse Polish Notation Calculator

RPN functions. See also functions, Writing an RPN Function, Writing an RPN Function, Writing an RPN Function

sketching, Writing an RPN Function

writing, Writing an RPN Function

RPN operators, Writing an RPN Function

S

scanl function, Folding Infinite Lists

scanr function, Folding Infinite Lists

sections, using with infix functions, Curried Functions

; (semicolon), using with let expressions, let It Be

semicolon (;), using with let expressions, let It Be

sequence I/O function, when

sequenceA function, using with applicative functors, Useful Functions for Applicatives

set comprehensions, I'm a List Comprehension

shapes, Defining a New Data Type, Shaping Up, Improving Shape with the Point Data Type, Improving Shape with the Point Data Type

exporting in modules, Improving Shape with the Point Data

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