Lecture Notes, Week 03

• Towards OCaml
  • Binary relations – a reminder
  • Mathematical functions – a reminder
  • Total functions – a reminder
  • Partial functions – a reminder
  • Equivalence of functions / functional equality
  • Functions in Computer Science
  • Program equivalence, revisited
  • Postlude
  • In a nutshell
  • Version
• OCaml: a language of algebraic expressions, with names and functions
  • The toplevel loop
  • Comments
  • Integers
  • Booleans
  • Characters
  • Interlude
  • Strings
  • Interlude
  • Conditional expressions
  • Exercise 01
  • Type errors in OCaml
  • Pairs
  • Interlude
  • Exercise 02
  • Interlude
  • Exercise 02, with more punctuation marks
  • Interlude
  • Tuples
  • Exercise 03
  • Interlude
  • The empty tuple
  • Exercise 04
  • Interlude – parentheses in OCaml
  • Exercise 05
  • Names and type environments
  • Exercise 06
  • Solution for Exercise 06
  • Interlude about environments and onion bulbs
  • Names and (value) environments
  • Predeclared names
  • Declaring a global variable
  • Declaring several global variables at once
  • Functions
  • Predeclared functions
  • Express interlude
  • Functions that return functions
  • Syntactic sugar for functions that return functions
  • Predeclared functions that return functions: integer addition
  • Another predeclared function that returns a function: integer subtraction
  • More predeclared functions that return functions
  • Interlude about errors
  • Even more predeclared functions that return functions
  • Interlude about errors
  • Interlude about corner cases
  • Exercise 07
  • Exercise 08
  • Analysis of Exercises 07 and 08
  • Artistic interlude
  • Ground equality
  • Functions as parameterized expressions (a post-rationalization)
  • Exercise 09
  • Solution for Exercise 09
  • Exercise 10
  • Exercise 11
  • Exercise 12
  • Naming functions
  • Syntactic sugar for naming functions
  • Interlude
  • Functions as parameterized functions (a post-rationalization)
  • Syntactic sugar for naming functions that return functions
  • Food for thought
  • Functions that are applied to functions
  • Version
• Unit tests
  • Resources
  • Unit tests
  • Interlude about unit tests and the unit type
  • Unit tests for the factorial function
  • Unit tests for the fibonacci function
  • Exercise 13
  • Exercise 14
  • Exercise 15
  • Solution for Exercise 15, Version 1
  • Solution for Exercise 15, Version 2
  • Exercise 16
  • Exercise 17
  • Exercise 18
  • The glass is half empty
  • The glass is not half full
  • Interlude
  • Exercise 19
  • Partial solution for Exercise 19
  • Exercise 20
  • Code coverage
  • Resources
  • Version
• Using Emacs to interact with the OCaml processor
  • Requirements
  • What can go wrong
  • Perspectives
  • A concrete example
  • Last but not least
  • Version
• Exercises for Week 03
  • Exercise 00
  • Resources
  • Mandatory exercises
  • Recommended exercises
  • Exercise 21
  • Solution for Exercise 21
  • Interlude
  • Resources
  • Version