Lecture Notes, Week 04

• On test coverage
  • Exercise 01
  • Exercise 02
  • Exercise 03
  • Exercise 04
  • Exercise 05
  • Exercise 06
  • Version
• Polymorphic types
  • Reminder
  • Monomorphic types
  • Polymorphic types
  • Interlude about the extensional equality of functions
  • Interlude about functions returning other functions
  • Exercise 07
  • Interlude about functions applied to other functions
  • Exercise 08
  • Postlude
  • Version
• OCaml: a language with lexical scope and stuff
  • Resources
  • Recap
  • Summing up
  • Declaring a local variable with a local let-expression
  • Another example of shadowing
  • Exercise 09
  • Declaring several variables with a local let-expression
  • Pairs, revisited
  • Tuples, revisited
  • The empty tuple, revisited
  • Formals, formally
  • Interlude
  • Exercise 10
  • Exercise 11
  • Aliasing formal parameters
  • Resources
  • Version
• Unit tests, revisited
  • Resources
  • Unit-test functions, more conveniently
  • Random numbers
  • Using random numbers to test the factorial function
  • Using random numbers to test expected properties
  • Exercise 12
  • Interlude
  • Assertions
  • A concrete example
  • Expected failures
  • Recommended way to compose .ml files
  • Exercise 13
  • Shielding unit tests
  • Exercise 14
  • Interlude about style
  • Resources
  • Version
• The proof is trivial (variations on a theme)
  • Resources
  • Situation
  • Observation
  • Hypothesis
  • Experiment
  • Generating our own random proofs
  • Exercise 15
  • Exercise 16
  • Resources
  • Version
• Exercises for Week 04
  • Exercise 00
  • Mandatory exercises
  • Recommended exercises
  • Exercise for the over-achievers (this means you)
  • Exercise 17
  • Exercise 18
  • Solution for Exercise 18
  • Exercise 19
  • Exercise 20
  • Exercise 21
  • Version