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The Inverse Method Parametric Verification of Real time Unbedded Systems 1st Edition by Etienne Andre, Romain Soulat ISBN 1848214472 9781848214477

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The Inverse Method Parametric Verification of Real time Unbedded Systems 1st Edition Etienne André Digital Instant Download

Author(s): Etienne André, Romain Soulat
ISBN(s): 9781848214477, 1848214472
Edition: 1
File Details: PDF, 4.84 MB
Year: 2013
Language: english
SKU: EB-4542260 Category: Tags: ,

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ISBN 10: 1848214472 
ISBN 13: 9781848214477
Author: Etienne Andre, Romain Soulat

This book introduces state-of-the-art verification techniques for real-time embedded systems, based on the inverse method for parametric timed automata. It reviews popular formalisms for the specification and verification of timed concurrent systems and, in particular, timed automata as well as several extensions such as timed automata equipped with stopwatches, linear hybrid automata and affine hybrid automata.

The inverse method is introduced, and its benefits for guaranteeing robustness in real-time systems are shown. Then, it is shown how an iteration of the inverse method can solve the good parameters problem for parametric timed automata by computing a behavioral cartography of the system. Different extensions are proposed particularly for hybrid systems and applications to scheduling problems using timed automata with stopwatches. Various examples, both from the literature and industry, illustrate the techniques throughout the book.

Various parametric verifications are performed, in particular of abstractions of a memory circuit sold by the chipset manufacturer ST-Microelectronics, as well as of the prospective flight control system of the next generation of spacecraft designed by ASTRIUM Space Transportation.

The Inverse Method Parametric Verification of Real time Unbedded Systems 1st Table of contents:

  • I.1. Motivation

  • I.1.1. An example of asynchronous circuit

  • I.2. The good parameters problem

  • I.3. Content and organization of the book

    • I.3.1. Content

    • I.3.2. Organization of the book

    • I.3.3. Acknowledgments

CHAPTER 1. PARAMETRIC TIMED AUTOMATA
1.1. Constraints on clocks and parameters

  • 1.1.1. Clocks

  • 1.1.2. Parameters

  • 1.1.3. Constraints
    1.2. Labeled transition systems
    1.3. Timed automata

  • 1.3.1. Syntax

  • 1.3.2. Semantics
    1.4. Parametric timed automata

  • 1.4.1. Syntax

  • 1.4.2. Semantics
    1.5. Related work

  • 1.5.1. Representation of time

  • 1.5.2. Timed automata

  • 1.5.3. Time Petri nets

  • 1.5.4. Hybrid systems

CHAPTER 2. THE INVERSE METHOD FOR PARAMETRIC TIMED AUTOMATA
2.1. The inverse problem

  • 2.1.1. A motivating example

  • 2.1.2. The problem
    2.2. The inverse method algorithm

  • 2.2.1. Principle

  • 2.2.2. A toy example

  • 2.2.3. Remarks on the algorithm

  • 2.2.4. Results

  • 2.2.5. Discussion
    2.3. Variants of the inverse method

  • 2.3.1. Algorithm with state inclusion in the fixpoint

  • 2.3.2. Algorithm with union of the constraints

  • 2.3.3. Algorithm with simple return

  • 2.3.4. Combination: inclusion in fixpoint and union

  • 2.3.5. Combination: inclusion in fixpoint and direct return

  • 2.3.6. Summary of the algorithms
    2.4. Related work

  • 2.4.1. History of the inverse method

  • 2.4.2. Time-abstract bisimulation

  • 2.4.3. Formal techniques of verification

  • 2.4.4. Problems related to the inverse problem

  • 2.4.5. Parameter synthesis for parametric timed automata

CHAPTER 3. THE INVERSE METHOD IN PRACTICE: APPLICATION TO CASE STUDIES
3.1. IMITATOR

  • 3.1.1. History

  • 3.1.2. Architecture and features
    3.2. Flip-flop
    3.3. SR-Latch

  • 3.3.1. Parameter synthesis
    3.4. AND–OR
    3.5. IEEE 1394 Root Contention Protocol

  • 3.5.1. Description of the model

  • 3.5.2. Synthesis of constraints
    3.6. Bounded Retransmission Protocol
    3.7. CSMA/CD protocol
    3.8. The SPSMALL memory

  • 3.8.1. Description

  • 3.8.2. A short history

  • 3.8.3. Manually abstracted model

  • 3.8.4. Automatically generated model
    3.9. Networked automation system

  • 3.9.1. Description of the model

  • 3.9.2. Definition of a zone of good behavior

  • 3.9.3. Comparison with other methods
    3.10. Tools related to IMITATOR

CHAPTER 4. BEHAVIORAL CARTOGRAPHY OF TIMED AUTOMATA
4.1. The behavioral cartography algorithm
4.2. Properties

  • 4.2.1. Acyclic parametric timed automata

  • 4.2.2. General case
    4.3. Case studies

  • 4.3.1. Implementation

  • 4.3.2. SR latch

  • 4.3.3. Flip-flop

  • 4.3.4. The root contention protocol

  • 4.3.5. SPSMALL memory
    4.4. Related work

CHAPTER 5. PARAMETER SYNTHESIS FOR HYBRID AUTOMATA
5.1. Hybrid automata with parameters

  • 5.1.1. Basic definitions

  • 5.1.2. Symbolic semantics of linear hybrid automata
    5.2. Algorithms for hybrid automata

  • 5.2.1. The inverse method for hybrid automata

  • 5.2.2. Behavioral cartography of hybrid automata

  • 5.2.3. Enhancement of the method for affine dynamics
    5.3. Implementation
    5.4. Discussion
    5.5. Related work

CHAPTER 6. APPLICATION TO THE ROBUSTNESS ANALYSIS OF SCHEDULING PROBLEMS
6.1. Preliminaries

  • 6.1.1. Scheduling problems

  • 6.1.2. Timed automata augmented with stopwatches
    6.2. Scheduling analysis using the inverse method

  • 6.2.1. Modeling schedulability with timed automata

  • 6.2.2. Robustness analysis using the inverse method

  • 6.2.3. Schedulability zone synthesis
    6.3. Application to scheduling problems

  • 6.3.1. Jobs with deadlines

  • 6.3.2. Schedulability zone synthesis

  • 6.3.3. Next generation spacecraft flight control system
    6.4. Discussion
    6.5. Related work

CHAPTER 7. CONCLUSION AND PERSPECTIVES
7.1. Trace-based inverse method and partial orders
7.2. Preservation of temporal logics
7.3. Application to other formalisms

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Tags: Etienne Andre, Romain Soulat, Parametric Verification