ivo/README.md

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# The Ivo Programming Language
Ivo (IPA: /aɪvoʊ/) is a programming language intended
as a tool for its author to explore interesting programming language features.
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Ivo is currently in a very early stage of development
and most likely is not of any practical or academic interest;
however, that may change in the future.
This README serves to document the language as it currently stands,
not what the language one day hopes to be.
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## Using the Ivo interpreter
You may run the Ivo interpreter (`ivo`)
by installing it to your local path using `stack install`,
or equivalently, using `stack run [-- args...]`.
For information about `ivo`'s command line arguments, please refer to `ivo --help`
(or `stack run -- --help`).
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Type in your command, definition, or expression at the prompt: `>> `.
Expressions will be typechecked, evaluated using call-by-value, and then printed.
Exit the prompt with `Ctrl-d` (or equivalent).
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### Interpreter commands
These commands are available:
* `:clear`: Clear all of your variable definitions.
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* `:load <filename>`:
Execute a file containing Ivo definitions and expressions in the interpreter.
Variables already defined in the interpreter will be defined in the file;
variables defined by the file will be defined in the interpreter.
The filename may contain spaces, but trailing whitespace will be trimmed.
* `:printTypes <both/decls/exprs/off>`:
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Print to STDERR the inferred types of top-level declarations,
of expressions entered into the interpreters,
of both, or of neither.
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This setting defaults to `off`.
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* `:trace <off/local/global>`:
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* If the argument is `local`, intermediate expressions will be printed
as they are evaluated;
* If the argument is `global`, the *entire* expression will be printed
with each evaluation step.
* The default value is `off`.
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## The Ivo language
### Syntax
The parser's error messages currently are virtually useless, so be very careful with your syntax.
* Variable names: any sequence of letters.
* Function application: `f x y`
* Lambda abstraction: `\x y z. E` or `λx y z. E`
* Let expressions: `let x = E; y = F in G`
* The definitions of let expessions may be recursive:
`let undefined = undefined in undefined`.
* Parenthetical expressions: `(E)`
* Constructors: `()`, `(x, y)` (or `(,) x y`), `Left x`, `Right y`, `Z`, `S`, `[]`, `(x :: xs)` (or `(:) x xs`), `Char n`.
* The parentheses around the cons constructor are not optional.
* `Char` takes a natural number and turns it into a character.
* Pattern matchers: `{ Left a -> e ; Right y -> f }`
* Pattern matchers can be applied like functions, e.g. `{ Z -> x, S -> y } 10` reduces to `y`.
* Patterns must use the regular form of the constructor, e.g. `(x :: xs)` and not `((::) x xs)`.
* There are no nested patterns or default patterns.
* Incomplete pattern matches will crash the interpreter.
* Literals: `1234`, `[e, f, g, h]`, `'a`, `"abc"`
* Strings are represented as lists of characters.
* Type annotations: there are no type annotations; types are inferred only.
* Comments: `// line comment`, `/* block comment */`
Top-level contexts (e.g. the REPL or a source code file)
allow declarations (`let x = E` without multiple definitions `in ...`),
which make your definitions available for the rest of the program's execution.
You must separate your declarations and expressions with `;`.
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### Types
Types are checked/inferred using the Hindley-Milner type inference algorithm.
* Functions: `a -> b` (constructed by `\x. e`)
* Products: `a * b` (constructed by `(x, y)`)
* Unit: `★` (constructed by `()`)
* Sums: `a + b` (constructed by `Left x` or `Right y`)
* Bottom: `⊥` (currently useless because incomplete patterns are allowed)
* The natural numbers: `Nat` (constructed by `Z` and `S`)
* Lists: `List a` (constructed by `[]` and `(x :: xs)`)
* Characters: `Char` (constructed by `Char`, which takes a `Nat`)
* Universal quantification (forall): `∀a b. t`
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### Builtins
Builtins are variables that correspond with a built-in language feature
that cannot be replicated by user-written code.
They still are just variables though; they do not receive special syntactic treatment.
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* `callcc : ∀a b. (((a -> b) -> a) -> a)`:
[the call-with-current-continuation control flow operator](https://en.wikipedia.org/wiki/Call-with-current-continuation).
Continuations are printed as `λ!. ... ! ...`, like a lambda abstraction
with an argument named `!` which is used exactly once;
however, continuations are *not* the same as lambda abstractions
because they perform the side effect of modifying the current continuation,
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and this is *not* valid syntax you can enter into the REPL.
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### Example code
You can see some example code in `examples/examples.ivo`.