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Introduction to ASF+SDF ASF+SDF Goal: defining languages & - PowerPoint PPT Presentation

Sep 03, 2023 •377 likes •426 views

Introduction to ASF+SDF ASF+SDF Goal: defining languages & manipulating programs Mark van den Brand SDF: Syntax definition Formalism Paul Klint Jurgen Vinju lexical & context-free syntax ASF: Algebraic Specification

  1. Introduction to ASF+SDF ASF+SDF ● Goal: defining languages & manipulating programs Mark van den Brand ● SDF: Syntax definition Formalism Paul Klint Jurgen Vinju – lexical & context-free syntax ● ASF: Algebraic Specification Formalism – static & dynamic semantics; fact extraction ● ASF+SDF Meta-Environment: IDE for ASF+SDF ● Manuals/documentation: www.meta-environment.org Introduction to ASF+SDF 1 Introduction to ASF+SDF 2 What is a Program Generator? Programming Environment Generator Declarative program Formal definition Definition of of language L problem P Generator Generator Operational program Dedicated environment Generated program that solves P for editing, manipulating and executing L programs Introduction to ASF+SDF 3 Introduction to ASF+SDF 4

  2. Programming Environment Generator ASF+SDF Meta-Environment = collection of program generators ASF+SDF Meta-Environment Definition of Definition of Definition of L syntax L static semantics L dynamic semantics Interactive Formal definition of language L (written in ASF+SDF) Development Environment Typechecker Evaluator Parser for Language Generator Generator Generator Generator definitions Stand-alone, L- parser L -typechecker L -evaluator Generated L generated, programming environment Integrated L -programming environment environment Introduction to ASF+SDF 5 Introduction to ASF+SDF 6 Typing ����������� ... ASF+SDF Meta-Environment ● An interactive development environment for generating tools from formal language definitions ● Based on: – Full context-free grammars – Conditional term rewriting ● Language definitions written in ASF+SDF – SDF: Syntax definition Formalism – ASF: Algebraic Specification Formalism Introduction to ASF+SDF Introduction to ASF+SDF 8

  3. Anatomy of ASF+SDF specifications Anatomy of an ASF+SDF Module Name of this module; may be followed by parameters Names of modules imported by this module; �������� �������� ������� ModuleName May be followed by renamings ��� ��� ImportSection* ����������� Grammar elements that are visible from the ExportOrHiddenSection* ��� outside ( ������� ) or only inside the module ��������� ) ( ������� ). ConditionalEquation* ������������������������ �������� �������� ���� �!�"�#�$ ��������������� ��� ��� Unconditional: �������������������� ��������� ���� �!�� % ��� & �������� Conditional: ��������������������� � ��� ############ "�#�$ Introduction to ASF+SDF 9 Introduction to ASF+SDF 10 BoolCon: Boolean Constants Plan ● Booleans The sort of Boolean constants, sorts ������������'������� Should always start with a capital letter ● Steps towards a Pico environment ������� The constants ���� and ����� , literals ������������� – Step 1: define syntax should always be quoted ������������������� (����(�����)�������� – Step 2: define a typechecker (�����(����)�������� – Step 3: define an evaluator – Step 4: define a compiler ● Traversal functions – Step 5: define a fact extractor Introduction to ASF+SDF 11 Introduction to ASF+SDF 12

  4. Booleans (1) Booleans (2) The infix operators and - and or * . ������������'�������� Import Boolean constants Both are left-associative ( ���� ) �������������'������� ��������� The prefix function ��� ��������(*(������������)���������+����, ������������� ��������(-(�����������)���������+����, The sort of Boolean expressions 0 and 1 may be used as brackets in ������������������� .���/ 0�������1�����������)�������� ����������)�������� (0(���������(1(������������)���������+����2��, Each Boolean constant is a Boolean Boolean expressions; expression, also-called they are ignored after parsing ����������������������� injection rule or chain rule ��������(-(����������)���������) - has higher priority than * ��������(*(����������)�������� Example: ���� -����� *����� is interpreted as: 0���� -�����1�*����� Introduction to ASF+SDF 13 Introduction to ASF+SDF 14 Booleans (3) Booleans (4) The start symbol of a grammar. Without a start symbol the parser does ������� not know how to start parsing an input ������������������� �������������������������� sentence .���/ 0�������1�����������)�������� ������� (0(���������(1(������������)���������+����2��, Shorthand for defining the infix ������� operators and ( � ) and ( � ). Import the standard comment ����������������������� �����'�������� Both are left-associative ( ���� ). conventions for equations ��������(-(����������)���������+����,�) ��������(*(����������)���������+����, These rules are promoted to ��������� context-free syntax rules (����(�3�456!7���)�������� Declares the variables ���� , ����% , ����& , ����8 , ����88 , ����%8 , etc. Introduction to ASF+SDF 15 Introduction to ASF+SDF 16

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