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| This page gives an in-depth specification of the DomTool language. Most members would probably prefer the more informal presentation in DomTool/UserGuide. [[TableOfContents()]] = Source code = For a complete, precise, and accurate grammatical specification, see the lexer and parser specifications `src/domtool.lex` and `src/domtool.grm` in the DomTool source code. See `src/tycheck.sml` for the type-checker implementation. ["DomTool/Building"] has information on obtaining the source. = Token conventions = In the grammars that follow, we use these lexical token class names: || '''Name''' || '''Description''' || || `Int` || Integer constant || || `String` || String constant (enclosed in double quotes) || || `Symbol` || Identifier starting with a lowercase letter || || `CSymbol` || Identifier starting with a capital letter || = Predicates = DomTool uses '''predicates''' to describe in what contexts an action may occur. For instance, web-related actions should only occur inside the scope of a virtual host directive. Predicates are built up following the grammar in the table below, using the letter `P` as the non-terminal for predicates. Meanings are given as statements that must hold about the context where an action is found. The context is represented as a stack of '''context IDs''' which have been declared with `context` declarations. || '''Syntax''' || '''Description''' || '''Meaning''' || || `Root` || Root || The stack is empty. || || `CSymbol` || Context ID || `CSymbol` is on the top of the stack. || || `^P` || Suffixes || Some (not necessarily strict) suffix of the stack matches `P`. || || `!P` || Not || The stack ''doesn't'' match `P`. || || `P1 & P2` || And || The stack matches both `P1` and `P2`. || || `(P)` || Grouping || Identical to `P` || = Types = Types describe expressions. As is standard in statically-typed programming languages, they are used only for validation purposes and have no real effect on the "output" of a program. The following table gives the grammar of types `T`. The section on expressions will give the meanings of types in terms of which expressions have which types. || '''Syntax''' || '''Description''' || || `Symbol` || Extern type || || `[T]` || List of `T`s || || `T1 -> T2` || Function from `T1` to `T2` || || `[P]` || Action allowed only when `P` is satisified; requires no environment variables on input and writes none of its own || || `[P] {CSymbol1 : T1, ..., CSymbolN : TN}` || Action that requires environment variables `CSymbol1`, ..., `CSymbolN` to have the given types when run || || `[P] {CSymbol1_1 : T1_1, ..., CSymbol1_N : T1_N} => {CSymbol2_1 : T2_1, ..., CSymbol2_M : T2_M}` || Like the last case, but the second set of typed environment variables describes what the action will write || || `P => T` || A nested action that requires that its nested configuration satisfy `P`; `T` should be some action type || || `(T)` || Grouping || = Expressions = Here is the grammar of expressions `E`. As is standard in ML-family languages and Haskell, juxtaposition is used to represent function application, with application associating to the left. || '''Syntax''' || '''Description''' || '''Typing''' || || `Int` || Integer constant || `G |- Int : int` || || `String` || String constant || `G |- String : string` || || `[E1, ..., EN]` || List || If `G |- Ei : T` for each `Ei`, then `G |- [E1, ..., EN] : [T]`. || || `Symbol` || Variable || `G1, Symbol : T, G2 |- Symbol : T`. || || `E1 E2` || Application || If `G |- E1 : T1 -> T2` and `G |- E2 : T1`, then `G |- E1 E2 : T2`. || || `\ Symbol -> E` || Abstraction (inferred domain type) || If `G, Symbol : T1 |- E : T2`, then `G |- \ Symbol -> E : T1 -> T2`. || || `\ Symbol : (T1) -> E` || Abstraction (explicit domain type) || If `G, Symbol : T1 |- E : T2`, then `G |- \ Symbol : (T1) -> E : T1 -> T2`. || || `CSymbol = E` || Environment variable set || See subsection on actions || || `Symbol <- CSymbol; E` || Environment variable get || See subsection on actions || || `E1; E2` || Sequencing || See subsection on actions || || `E1 where E2 end` || Local bindings || See subsection on actions || || `let E1 in E2 end` || Local bindings || See subsection on actions || || `E1 with E2 end` || Nested action || See subsection on actions || || `E1 with end` || Empty nested action || See subsection on actions || || `E1 where E2 with E3 end` || Nested action with local bindings || See subsection on actions || || `E1 where E2 with end` || Empty nested action with local bindings || See subsection on actions || || `\\ Symbol : P -> E` || Nested action abstraction || See subsection on actions || || `E1 E2` || Nested action abstraction call || See subsection on actions || || `(E)` || Grouping || Same as `E` || == Actions == The DomTool language is [http://en.wikipedia.org/wiki/Purely_functional purely functional]. Like [http://haskell.org/ Haskell], it uses a monad to inject effectful operations into its pure core. For DomTool, this is the '''action monad'''. This monad merges two potentially separate features that tend to occur together. First, actions are used to run code that will affect the outside world and lead to changes in the configuration of real daemons. '''Primitive actions''' like `domain` and `vhost` are the building-blocks here. They are defined by plugins. The other action forms in the table above are there just to allow the proper composition and sequencing of applications of primitive actions, which do the real work. See ["DomTool/Implementation"] for how the code to run for a particular primitive action is registered with the implementation. Second, the action monad provides the functionality of '''environment variables'''. These are similar to UNIX environment variables, but DomTool maintains its own environment where each variable has a static type. The rationale for including environment variables in the language is that, while many actions are highly configurable, you usually only want to tweak a few of their options at a time. DomTool allows an ambient environment of default variable settings, and it provides language constructs for modifying certain variables both globally and locally. === Effects of the action expressions on the environment === || '''Syntax''' || '''Effect''' || || `CSymbol = E` || Environment variable `CSymbol` is set to the value of `E`, with `E`'s type. || || `Symbol <- CSymbol; E` || Environment variable `CSymbol` is read into normal variable `Symbol`, which inherits its type/value. || || `E1; E2` || The effect of `E1` followed by the effect of `E2` || || `E1 where E2 end` || The effect of `E2` followed by `E1`, afterward '''erasing''' any environment variable alterations by `E2` || || `let E1 in E2 end` || Same as `E2 where E1 end` || || `E1 with E2 end` || The effect of `E1` followed by `E2` || || `E1 with end` || Same as `E1` || || `E1 where E2 with E3 end` || The effect of `E2` followed by `E1` followed by `E3`, afterward '''erasing''' any environment variable alterations by `E2` || || `E1 where E2 with end` || The effect of `E2` followed by `E1`, afterward '''erasing''' any environment variable alterations by `E2` || || `\\ Symbol : P -> E` || No effect until called || || `E1 E2` || When `E1` is a nested action function, the effect is of `E1` followed by `E2` followed by the effect of the action obtained by substituting the value of `E2` in the body of the abstraction to which `E1` evaluates. || === Nested action functions === Sometimes it is convenient to be able to write new nested actions that call primitive nested actions as subroutines. For instance, the [http://deleuze.hcoop.net/domtool/easy_domain.html#V_dom dom] helper function uses [http://deleuze.hcoop.net/domtool/domain.html#V_domain domain] as a subroutine. Standard functions aren't good enough for these purposes, since they don't allow us to take into account the different environment effects that different nested action arguments might have. The nested function type `P => T` is the solution to this problem. You can define a nested action function with the `\\ Symbol : P -> E` form. Such a function has type `P => T` when assuming that `Symbol` has type `[P]` implies that `E` has type `T`. Any call to this function will be typed taking into account that we play the argument action's effect before playing the effect of the function's body. |
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