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8.19  Extended indexing operators

(Introduced in 4.06)

dot-ext::=  
  dot-operator-char  { operator-char }  
 
dot-operator-char::= ! ∣   ? ∣  core-operator-char ∣  % ∣  :  
 
expr::= ...  
  expr .  [module-path .]  dot-ext  ( ( expr ) ∣  [ expr ] ∣  { expr } )  [ <- expr ]  
 
operator-name::= ...  
  . dot-ext  (() ∣  [] ∣  {}) [<-]  
 

This extension provides syntactic sugar for getting and setting elements for user-defined indexed types. For instance, we can define python-like dictionaries with

module Dict = struct include Hashtbl let ( .%{} ) tabl index = find tabl index let ( .%{}<- ) tabl index value = add tabl index value end let dict = let dict = Dict.create 10 in let () = dict.Dict.%{"one"} <- 1; let open Dict in dict.%{"two"} <- 2 in dict
dict.Dict.%{"one"};;
- : int = 1
let open Dict in dict.%{"two"};;
- : int = 2

8.19.1  Multi-index notation

expr::= ...  
  expr .  [module-path .]  dot-ext (  expr  {; expr }+ )  [ <- expr ]  
  expr .  [module-path .]  dot-ext [  expr  {; expr }+ ]  [ <- expr ]  
  expr .  [module-path .]  dot-ext {  expr  {; expr }+ }  [ <- expr ]  
 
operator-name::= ...  
  . dot-ext  ((;..) ∣  [;..] ∣  {;..}) [<-]  
 

Multi-index are also supported through a second variant of indexing operators

let (.%[;..]) = Bigarray.Genarray.get let (.%{;..}) = Bigarray.Genarray.get let (.%(;..)) = Bigarray.Genarray.get

which is called when an index literals contain a semicolon separated list of expressions with two and more elements:

let sum x y = x.%[1;2;3] + y.%[1;2] (* is equivalent to *) let sum x y = (.%[;..]) x [|1;2;3|] + (.%[;..]) y [|1;2|]

In particular this multi-index notation makes it possible to uniformly handle indexing Genarray and other implementations of multidimensional arrays.

module A = Bigarray.Genarray let (.%{;..}) = A.get let (.%{;..}<- ) = A.set let (.%{ }) a k = A.get a [|k|] let (.%{ }<-) a k x = A.set a [|k|] x let syntax_compare vec mat t3 t4 = vec.%{0} = A.get vec [|0|] && mat.%{0;0} = A.get mat [|0;0|] && t3.%{0;0;0} = A.get t3 [|0;0;0|] && t4.%{0;0;0;0} = t4.{0,0,0,0}

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