Concepts and Semantics of Programming Languages 1. Therese Hardin
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Название: Concepts and Semantics of Programming Languages 1

Автор: Therese Hardin

Издательство: John Wiley & Sons Limited

Жанр: Программы

Серия:

isbn: 9781119824091

isbn:

СКАЧАТЬ constructor applied to an identifier.

      Python class Ref_Var1: def __init__(self,idvar): self.idvar = idvarOCaml type ’a refer = Ref_Var1 of ’a

      Hence, rx will be represented by Ref_Var1(”x”). As the relation →Def1 defines a function, it can be implemented directly as follows:

      By iterating this function, we obtain an implementation of

      Python def trans_def1_exec(st,ld): (env,mem) = st if len(ld) == 0: return (env,mem) else: return trans_def1_exec(trans_def1((env,mem),ld[0]),ld[1:])OCaml let trans_def1_exec (env, mem) ld = (List.fold_left trans_def1 (env, mem) ld) val trans_def1_exec : (’a * ’a refer const1) list * (’a refer * ’a refer const1) list -> ’a def1 list -> (’a * ’a refer const1) list * (’a refer * ’a refer const1) list

      Python ex_ld0 = [Var_def1(“y”,Cste1(2)), Let_def1(“x”,Plus1(Bang1(“y”),Cste1(3)))] (ex_e0,ex_m0) = trans_def1_exec(([],[]),ex_ld0) >>> eval_exp1(ex_e0,ex_m0,Var1(“x”)).cste.cst_int 5 >>> eval_exp1(ex_e0,ex_m0,Bang1(“y”)).cste.cst_int 2OCaml let ex_ld0 = [ Var_def1 (“y”, Cste1 2); Let_def1 (“x”, Plus1 (Bang1 “y”, Cste1 3)) ] val ex_ld0 : string def1 list # (trans_def1_exec ([], []) ex_ld0) ;; - : (string * string refer const1) list * (string refer * string refer const1) list = ([(“x”, CInt1 5); (“y”, CRef1 (Ref_Var1 “y”))], [(Ref_Var1 “y”, CInt1 2)])

      2.3.2. Assignment

      The language Lang1 extends Def 1 by adding assignment. The syntax of an assignment instruction is:

      x : = e

      where xX and eExp1. When the mutable variable x is already bound in the current environment, this instruction enables us to modify the value of !x. Formally, execution of the instruction x := e modifies the memory of the current state, and it is described by the following transition:

image

      NOTE.– Once again, if the identifier x is not bound in the environment or if the evaluation of e results in an error, no state is generated and evaluation stops.

      EXAMPLE 2.4.– Based on the state obtained in example 2.3, the following two assignments can be executed:

image

      Representing the abstract syntax of the assignment x := e by the pair (x, e), the relation →Lang1 and the iteration of this relation from a sequence of assignments are implemented as follows:

      Considering example 2.4, we obtain:

      Python ex_la0 = [(“y”,Plus1(Bang1(“y”),Var1(“x”))), (“y”,Cste1(8))] (ex_e1,ex_m1) = trans_lang1_exec((ex_e0,ex_m0),ex_la0) >>> eval_exp1(ex_e1,ex_m1,Bang1(“y”)).cste.cst_int 8OCaml let ex_la0 = [ (“y”, Plus1 (Bang1 “y”,Var1 “x”)); (“y”, Cste1 8) ] val ex_la0 : (string * string exp1) list # (trans_lang1_exec (trans_def1_exec ([],[]) ex_ld0) ex_la0);; - : (string * string refer const1) list * (string refer * string refer const1) list = ([(“x”, CInt1 5); (“y”, CRef1 (Ref_Var1 “y”))], [(Ref_Var1 “y”, CInt1 8)])

      These languages mask the different roles of a variable according to its position in the assignment. When a variable x is positioned to the left of the assignment, it is known as an l-value and it denotes a location where the value to be assigned should be stored. In this way, it acts as a pointer. The variable x on the right of the assignment is known as the r-value, and implicitly acts as a dereferenced pointer: the value to fetch is found at the location denoted by the variable. Thus, in the expression x = x + 1, even if x is used in the same way from a syntactic perspective, the instance on the right implicitly denotes ! x. In some languages, variable declaration implicitly involves the creation of a reference, unless otherwise stated; the name of the variable represents the location where the compiler will store the values assigned to it.

       Exercise 2.1

      Consider the state etat0 defined by:

image

       1) compute and .

       2) Give a sequence of definitions to obtain the state etat0 from the empty state ([ ], [ ]). Are there other sequences that can be used to obtain this state?

       3) compute

       4) СКАЧАТЬ