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Checking Interaction Consistency in MARMOT Component RefinementsPowerPoint Presentation

Checking Interaction Consistency in MARMOT Component Refinements

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### Checking Interaction Consistency in MARMOT Component Refinements

Yunja Choi

School of Electrical Engineering and Computer Science

Kyungpook National University

Overview Refinements

- MARMOT methodology
- Component and refinements

- Interaction consistency
- A general framework for consistency checking
- Case example
- Model checking elevator system

- Performance improvement through abstraction
- Discussion

MARMOT Methodology Refinements

- Branched from KobrA by Atkinson et. al
- Designed for the development of embedded systems

- High quality system through systematic, structured development
- Components are the focus of entire development process
- Tree-structured hierarchy of components
- Flexibility and reuse of components

Statecharts Refinements

Specification

Operation

Schemata

Class Diagram

Sequence

Diagram

Class Diagram

Realization

Object

Diagram(Architecture)

MARMOT ComponentRefined component

Refining component

Recursive Development Refinements

Identification

Specification

Realization

Kpt A

Component

Reuse

Kpt B

Kpt C

Kpt D

COTS Component

Example: elevator system Refinements

Specifying externally visible behavior Refinements

Quality Control Refinements

- MAMOT supports systematic identification and refinements of a component
- the principle of “separation of concerns”: specification vs. realization
- Iterative decomposition and refinements

- There can be many issues in consistency
- Structural consistency
- Behavioral consistency

- Behavioral consistency between the realization of refined component and the specification of its refining components

Interaction Consistency Refinements

- at ith refinement step, the realization of the refined component constrains the environment of the refining components
- A system is consistent with its environment in its behavior if it either terminates normally or runs infinitely under the infinite sequence of stimuli generated from its environment
- A system is inconsistent with its environment in its behavior if it terminates abnormally under the infinite sequence of stimuli generated from its environment

A component and its environment are specified as two processes P and E, where each of them is represented as a labeled transition system (Sp, Lp, Rp, Ip, Tp) and (Se, Le, Re, Ie, Te)

A restricted form of process composition of P and E is defined as P↑E = (Sp× Se, Lp∪ Le, Rp× Re, Ip× Ie, Tp× Te) where

Process modelConsistency Model processes P and E, where each of them is represented as a labeled transition system (S

Formal definitions processes P and E, where each of them is represented as a labeled transition system (S

- Termination
- Terminate(P(s))↑E : P terminates to a state s that belongs to the pre-defined set of terminal states T under the environment E
- P(s) ∧ s ∈T,
- If P is a compositional process, P = P1∥ P2∥.. ∥ Pn
- Terminate(P(s)) ↑E if and only if ∀i, Terminate(Pi(si)) ↑Ei , where Ei = E ∥ P1∥ P2∥.. Pi-1 ∥ Pi+1 ∥ … ∥ Pn

Formal definitions processes P and E, where each of them is represented as a labeled transition system (S

- Progressiveness
- Progress(P(s)) ↑E : eventually, there is a transition out of the state s under the environment E

- Interaction Consistency
- Consistent(P(s)) ↑E = Terminate(P(s))↑E ∨ Progress(P(s)) ↑E

Model checking consistency processes P and E, where each of them is represented as a labeled transition system (S

- Based on the exhaustive search of system state-space
- Fully automated
- SPIN: invalid-endstate checking
- SMV: we can formulate the consistency property in temporal logic and use model checker to verify it

- Provide counter-examples
- Need translation to PROMELA or SMV input language
- A number of translation approaches are available

model checking consistency processes P and E, where each of them is represented as a labeled transition system (S- Framework -

Consistency Model in PROMELA processes P and E, where each of them is represented as a labeled transition system (S

Performance issue processes P and E, where each of them is represented as a labeled transition system (S

Abstraction techniques processes P and E, where each of them is represented as a labeled transition system (S

- Trigger-based abstraction
- Abstract the environment so that it contains all the transitions generating a triggering event for the process P, and all the transitions from the initial state leading to the transition

- Transition reduction
- collapse several transitions into one if the intermediate transitions do not generate triggering actions for the process P

ti /ai

s0

s1

s2

si

Si+1

ti /ai

s0

si

Si+1

Performance Improvement processes P and E, where each of them is represented as a labeled transition system (S

Discussion processes P and E, where each of them is represented as a labeled transition system (S

- Formal methods can be effective and useful when integrated into development process
- Our work focuses on the seamless integration

- There are a number of existing works on UML consistency, refinements, CBD methodology, and the use of model checking
- However, they mostly focus on one of the issues separately.
- Hardly any of the earlier works concerns on performance issue when using model checking
- Environment constraints have been manually identified in the previous works

- More investigation is needed on optimization and automation
- Translation and abstraction

Thank you! processes P and E, where each of them is represented as a labeled transition system (S

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