Media Summary: How to infer the type of `if` expressions in HM How to infer the types of constants and names in HM How to infer the type of anonymous functions (lambdas) in HM

Type Inference Relation Ocaml Programming Chapter 9 Video 38 - Detailed Analysis & Overview

How to infer the type of `if` expressions in HM How to infer the types of constants and names in HM How to infer the type of anonymous functions (lambdas) in HM How to infer the type of function applications in HM A "closure" is a data structure containing the code for a function, as well as the environment that "closes" off its free variables. Modifying the parser and AST to incorporate

In this tutorial, I will show the basic ideas of recursive functions, lambdas, and how Achieving polymorphism for `let` expressions in HM How to add inference of `let` expressions to HM

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Type Inference Relation | OCaml Programming | Chapter 9 Video 38
Inference of Ifs | OCaml Programming | Chapter 9 Video 40
Hindley-Milner Type Inference | OCaml Programming | Chapter 9 Video 37
Inference of Constants and Names | OCaml Programming | Chapter 9 Video 39
Inference of Functions | OCaml Programming | Chapter 9 Video 41
Finishing Type Inference | OCaml Programming | Chapter 9 Video 46
A Worked Example of Type Inference | OCaml Programming | Chapter 9 Video 45
Inference of Applications | OCaml Programming | Chapter 9 Video 42
SimPL Type Checker Part 1 | OCaml Programming | Chapter 9 Video 34
SimPL Type Checker Part 2 | OCaml Programming | Chapter 9 Video 35
SimPL Type System | OCaml Programming | Chapter 9 Video 32
Closures | OCaml Programming | Chapter 9 Video 27
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