mirror of https://github.com/sayanarijit/xplr
Document sum types for hackers (#647)
* Document sum types for hackers So you don't have to learn rust to configure xplr. * Fix typospull/664/head
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# Sum Type
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> This section isn't specific to xplr. However, since xplr configuration makes
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> heavy use of this particular data type, even though it isn't available in
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> most of the mainstream programming languages (yet), making it a wild or
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> unfamilier concept for many, it's worth doing a quick introduction here.
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>
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> If you're already familiar with [Sum Type / Tagged Union][1] (e.g. Rust's
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> enum), you can skip ahead.
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While reading this doc, you'll come across some data types like [Layout][2],
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[Color][4], [Message][3] etc. that says something like "x can be any of the
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following", and then you'll see a list of strings and/or lua tables just below.
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Yes, they are actually sum types, i.e. they can be any of the finite set of
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values listed there.
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Note the word "finite". Many conventional programming languages have only two
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kinds of data types with finite set of values:
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- `null` - aka "unit type", can be only one thing - i.e. `null`.
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- `bool` - can be one of the two possible values - `true` or `false`.
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Other types like `integer`, `float`, `string` etc. can have infinite number of
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possible values (ideally).
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Many popular programming languages come with the concept of `enum`, which lets
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us define a type with finite set of possible values like:
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```rust
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enum Result {
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Ok,
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Err,
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}
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```
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Here, `Result` has only two possible values (just like `bool`): `Ok` and `Err`.
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We'd document it here as:
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> Result is a sum type that can be one of the following:
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>
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> - "Ok"
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> - "Err"
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But some languages (like Rust, Haskell, Elm etc.) go even further, allowing us
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to associate each branch of the enum with further nested types like:
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```rust
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enum Result {
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Ok(bool),
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Err(String),
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}
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```
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We'd document it here as:
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> Result is a sum type that can be one of the following:
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>
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> - { Ok = bool }
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> - { Err = "string" }
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Here, `Result` still has only two possibilities, but unlike bool, each
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possibility here has further finite or infinite set of possible values.
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And there you go. This is exactly what sum types are - glorified enums that can
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have nested types in each branch.
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[1]: https://en.wikipedia.org/wiki/Tagged_union
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[2]: layout.md
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[3]: message.md
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[4]: style.md#color
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