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MARS

A MetAmodel Recovery System Using Grammar Inference


 

 

 

Project Members:

Faizan <= span class=3DSpellE>Javed, Mar= jan Mernik,  Jeff Gray, and Barrett Bryant=

 

 Developed at:

3DSof=

SoftCom Lab, Department of Computer & Informati= on Sciences,<= /p>

University of Alabama at Birmingham.<= /p>

 

Overview

The aim of the MARS system is to be able to infer a metamodel from a collection of instance models. The motivating problem was = to address the issue of metamodel drift, which occurs when instance models in = a repository are separated from their defining metamodel. In most metamodeling environme= nts, the instance models cannot be loaded properly into the modeling tool without the metamodel. Some examples of problems that require the need to recover or reverse engineer a metamodel are: losing a metamodel definition due to a hard-drive crash, and encountering versioning conflicts when trying to load instance models (also called domain models) based on obsolete metamodels. From our experience in model-driv= en engineering, it is often the case that a metamodel undergoes frequent evolution, which may result in previous instances being orphaned from the n= ew definition. The key contribution of this system is the application of gramm= ar inference algorithms to the metamodel recovery problem. Although the application of MARS has focused specifically on recovering metamodels for t= he GME, we believe that the same process can be applied to other metamodeling tools, such as MetaCase’s metaEdit+ (http://www.metacase.com) and Hon= eywell’s Domain Modeling Environment (DOME) (http://www.htc.honeywell.com/dome/). As= an area of future work, we plan to explore the ability to apply MARS to these other environments. The remainder of this concluding section provides a discussion of experimental results, limitations of the current approach, and details about where to find more information about the MARS project.

 

 

 

 

The MARS system

The figure below gives an overview of the MARS system: 

 

 

The= key technologies used in MARS are:

1 Gra= mmar Inference

Inductive learning is the process of learning from examp= les. The related area of grammatical inference can be defined as a particular in= stance of inductive learning where the examples are sets of strings defined on a specific alphabet. In MARS, grammar inference techniques are used to mine information about metamodels from available ins= tance models by first representing the visual metamodels as an equivalent textural representation in a Domain-Specific Language, MRL, a= nd then performing language inference techniques on it.=

2 Gen= eric Modeling Environment

The Generic Modeling Environment (GME) is a modeling tool used in MARS. The GME is a modeling environment that can be configured and adapted from meta-level specifications (called the metamodel, or modeling paradigm) that describe the domain. When using the GME, a modeler loads a metamodel into the tool to define an environment containing all the modeling elements and valid relationships that can be constructed in a specific doma= in. Models are stored in the GME as objects in a database repository, and an AP= I is provided by GME for model traversal using a standard integration mechanism (i.e., Microsoft Component Object Model –  h= ttp://www.microsoft.com/com). =

 

The GME tool can be downloaded = from http://www.isis.vanderbilt.edu/Projects/gme

 

3 The= LISA Language Development Environment

LISA is an interactive environment for programming language development where users can specify, generate, com= pile-on-the-fly and execute programs in a newly specified language. From the formal language specifications and attribute grammars, LISA produces a language-specific environment that includes a compiler/interpreter and various language-based tools (e.g., language knowledgeable editor, visualizer= s, and animators) for the specified language. LISA was created to assist langu= age designers and implementers in incremental language development of Domain Specific Languages. The Model Representation Language (MRL) and the metamodel inference engine in MARS were implemented u= sing LISA.=

The LISA tool can be downloaded from=

 <= /span>http://marcel.uni-mb.si/lisa/

 

 

Case Studies

To = measure the effectiveness of MARS, we applied the system to the following diverse domains:

  • Finite State Machine (FSM) (case study of the paper – see= the publications section)
  • Network Diagram Modeling Language
  • AudioVideo<= /span> System Modeling Language
  • Petri Net Modeling Langua= ge

The FSM model is a simple mode= l of computation consisting of a set of states, a start state, an input alphabet= , a transition function, and a set of end states. It is also smaller and less elaborate than the Network model. The Network metamode= l contains networking concepts (e.g., routers, hosts, and ports) as well as t= he valid connections among all entities. The Petri Net me= tamodel consists of the elements Place = and Transition, as well as the connect= ions between them. A Place can also = hold a certain number of tokens. The AudioVideo System= metamodel describes a language for configuring a home= entertainment system consisting of domain elements (e.g., VCR, DVD, LD, MiniDisc, and other assorted electronics) and the connections between them.

The MARS system is a step-by-step application of the following tasks:

  1. Affirm that= you have Internet Explorer (version 6.0 or above), LISA, and GME installed=
  2. Apply the X= SLT Transformer file to the GME instance model XML file.
  3. Save the resulting MRL output as a LISA source file.
  4. Load the mars_LisaTransformer file into LISA, and click on Compiler -> Build
  5. Open the LI= SA source file from step 3.
  6. Click on Run->run in LISA.
  7. The resulti= ng output will consist of a “grammar” text file and an “Inferred Meta-Model” XML file.
  8. Load the inferred meta-model XML file into GME.

Download the files here:

 

XSLT Transformer [step2]   Lat= est: Version 2.0

 <= /span>

Mars LisaTransformer [step4]  Latest: Version 4.1

&n= bsp;

 

Experimental Results

=

In this section, we provide snapshots and results of our experiments on the aforementioned domains.

Fin= ite St= ate Machine :<= /span>=

 <= /span>

Download four instance models = here:

 

 Instance1

 Instance2

 Instance3

 Instance4

 

Original Meta-Model:

 

 

 =

 =

= Inferred Meta-Model:

=  

=  

=  

= Inferred CFG:

 

1= .   STATEDIAGRAM -> 'model'= StateDiagram { PARTS0 }

<= o:p> 

2= .   PARTS0 -> MODELATOM0 FI= ELDS0 CONNECTIONS0

<= o:p> 

3= .   MODELATOM0 -> STARTSTAT= ES ENDSTATES STATES

<= o:p> 

4= .   STARTSTATES -> STARTSTA= TE

<= o:p> 

5= .   ENDSTATES -> ENDSTATE ENDSTATES | ENDSTATE

<= o:p> 

6= .   STATES -> STATE STATES | ε

<= o:p> 

7= .   FIELDS0 ->  ε

<= o:p> 

8= .   CONNECTIONS0 -> 'connec= tion' TRANSITION

<= o:p> 

9= .   TRANSITION -> transitio= n : SRC0 -> DST0 ; TRANSITION | transition : SRC0 -> DST0 ; =

<= o:p> 

1= 0.  SRC0 -> 'fco' FCO1

<= o:p> 

1= 1.  FCO1 -> STARTSTATE|STATE=

<= o:p> 

1= 2.  DST0 -> 'fco' FCO2

<= o:p> 

1= 3.  FCO2 -> ENDSTATE|STATE

<= o:p> 

1= 4.  STARTSTATE -> 'atom' StartState { FIELDS1 }

<= o:p> 

1= 5.  FIELDS1 -> ε<= /span>

<= o:p> 

1= 6.  ENDSTATE -> 'atom' EndState { FIELDS2 }

<= o:p> 

1= 7.  FIELDS2 -> ε =

<= o:p> 

18.= STATE -> 'atom' State { FIELDS3 }

<= o:p> 

1= 9. FIELDS3 -> ε

 =

 =

 =

Network Diagram Modeling Language:

 <= /span>

Download a sample instance mod= el  here

 

 

Ori= ginal Meta-Model:

 

 

 

 

Inf= erred Meta-Model:

 

 

 

Inf= erred CFG:

 

1.   NETDI= AGRAM -> 'model' NetDiagram { PARTS0 }

 

2.   PARTS0 -> MODELATOM0 FIELDS0 CONNECTIONS0

 

3.   MODEL= ATOM0 -> HOSTS WSGROUPS PERIMETERS NETWORKS ROUTERS NETDIAGRAMS <= /span>

 

4.   HOSTS= -> HOST HOSTS | ε

 

5.   WSGRO= UPS -> WSGROUP WSGROUPS | ε

 

6.   PERIM= ETERS -> PERIMETER PERIMETERS | ε

 

7.   NETWO= RKS -> NETWORK NETWORKS | ε

 

8.   ROUTE= RS -> ROUTER ROUTERS | ε

 

9.   NETDI= AGRAMS -> NETDIAGRAM NETDIAGRAMS | ε

 

10.  FIELDS0 ->  ε

 

11.  CONNECTION= S0 -> 'connection' NETCONNECTION NETWORKEQUIV

 

12.  NETCONNECT= ION -> NetConnection : SRC0 -> DST0 ; NETCONNECTION | ε

 

13.  SRC0 ->= 'fco' FCO1

 

14.  FCO1 -> HOST|WSGROUP|PORT

 

15.  DST0 ->= 'fco' FCO2

 

16.  FCO2 -> PERIMETER|NETWORK

 

17.  NETWORKEQU= IV -> NetworkEquiv : PERIMETER -> DST1 ; NETWORKEQUIV | ε

 

18.&nb= sp; DST1 -> FCO2

 

19.&nb= sp; ROUTER -> 'model' Router { PARTS1 }

 

20.  PARTS1 -&g= t; MODELATOM1 FIELDS1 CONNECTIONS1

 

21.  MODELATOM1= -> PORTS

 

22.  PORTS ->= ; PORT PORTS | ε

 

23.  FIELDS1 -&= gt; 'fields'  Family 

 

24.  CONNECTION= S1 -> ε

 

25.  HOST -> 'atom' Host { FIELDS2 }

 

26.  FIELDS2 -&= gt; 'fields' IPAddress

 

27.  WSGROUP -&= gt; 'atom' WSGroup { FI= ELDS3 }

 

28.  FIELDS3 -&= gt; 'fields' AddressFirst Ad= dressLast Number RoomLocation Workload

 

29.  PERIMETER = -> 'atom' Perimeter { FIELDS4 }

 

30.  FIELDS4 -&= gt; ε

 

31.  NETWORK -&= gt; 'atom' Network { FIELDS5 }<= /o:p>

 

32.  FIELDS5 -&= gt; 'fields' NetMask Network= Address

 

33.  PORT= -> 'atom' Po= rt { FIELDS6 }

 

34.  FIELDS6 -&= gt; 'fields' IFSpeed IFType<= /span> IPAddress

 

 

 

 

 =

Petri Net Modeling Language:

 <= /span>

Download a s= ample instance model  here

 

Ori= ginal Meta-Model:

 =

 =

 =

 =

Inf= erred Meta-Model:

 

=

 =

 =

Inf= erred CFG:

 

1.   PETRI= NET -> 'model' PetriNet { PARTS0 }

 

2.   PARTS0 -> MODELATOM0 FIELDS0 CONNECTIONS0

 

3.   MODEL= ATOM0 -> TRANSITIONS PLACES

 

4.   TRANS= ITIONS -> TRANSITION TRANSITIONS | TRANSITION

 

5.   PLACES -> PLACE PLACES | PLACE

 

6.   FIELD= S0 ->  ε

 

7.   CONNECTIONS0 -> 'connection' TRANS2PLACE PLACE2TRANS

 

8.   TRANS= 2PLACE -> trans2place : TRANSITION -> PLACE ; TRANS2PLACE | trans2place : TRANSITION -> PLACE ;

 

9.   PLACE2TRANS -> place2tr= ans : PLACE -> TRANSITION ; PLACE2TRANS | place2trans : PLACE -> TRANSITI= ON ;

 

10.  TRANSITION= -> 'atom' Transition { FIELDS1 }

 

11.  FIELDS1 -&= gt; 'fields' Name Description

 

12.  PLACE -> 'atom' Place { FIELDS2 }

 

13.  FIELDS2 -&= gt; 'fields' Name numberOfTokens Description

 

 =

 =

 =

AudioVideo System Modeling Language:

 <= /span>

Download an instance model = her= e=

Original Meta-Mode= l:=

 

Inferred Meta-Mode= l:=

 =

 =

 =

Inferred CFG:=

<= o:p> 

1. AUDIOSYSTEM -> 'model' audiosystem { PARTS0 }

 

2. PARTS0 -> MODELATOM0 FIELDS0 CONNECTIONS0

 

3. MODELATOM0 -> SPEAKERS MICS LDS VCRS LPS DV= DS TVS DATS CDS AUDIOPROCESSORS

 

4. SPEAKERS -> SPEAKER SPEAKERS | SPEAKER=

 

5. MICS -> MIC

 

6. LDS -> LD

 

7. VCRS -> VCR

 

8. LPS -> LP

 

9. DVDS= -> DVD

&n= bsp;

10. TVS= -> TV

&n= bsp;

11. DATS -> DAT

&n= bsp;

12. CDS -> CD

 

13. AUDIOPROCESSORS -> AUDIOPROCESSOR

 

14. FIELDS0 ->  eps =

 

15. IOPORTCONN -> ioportc= onn : SRC0 -> DST0 ; IOPORTCONN | ioportconn := SRC0 -> DST0 ;

 

16. SRC0 -> 'fco' = FCO1

 

17. FCO1 -> OUTPUTPORT|MIC

 

18. DST0 -> 'fco' = FCO2

 

19. FCO2 -> SPEAKER|INPUTPORT

 

20. COAXIALCABLE -> coaxi= alcable : LD -> AUDIOPROCESSOR ; COAXIALCABLE | coaxialca= ble : LD -> AUDIOPROCESSOR ;

 

21. RCACABLE -> rcacable<= /span> : SRC1 -> AUDIOPROCESSOR ; RCACABLE | rcacable : SRC1 ->      AUDIOPROCESSOR ;

 

22. SRC1 -> 'fco' = FCO5

 

23. FCO5 -> VCR|LP|TV|CD

 

24. FIBEROPTICCABLE -> fi= beropticcable : SRC2 -> AUDIOPROCESSOR ; FIBEROPTICCABLE | fibe= ropticcable : SRC2 -> AUDIOPROCESSOR ;

 

25. SRC2 -> 'fco' = FCO7

 

26. FCO7 -> DVD|DAT

 

27. CONNECTIONS0 -> 'connection' IOPORTCONN COAXIALCABLE RCACABLE FIBEROPTICCABLE

 

28. AUDIOPROCESSOR -> 'model' audioprocessor { PARTS1 }

 

29. PARTS1 -> MODELATOM1 FIELDS1 CONNECTIONS1<= o:p>

 

30. MODELATOM1 -> HOUSECURRENTS BATTERYS OUTPUTPORTS INPUTPORTS AUDIOPROCESSORS

 

31. HOUSECURRENTS -> HOUSECURRENT

 

32. BATTERYS -> BATTERY=

 

33. OUTPUTPORTS -> OUTPUTPORT OUTPUTPORTS | OUTPUTPORT

 

34. INPUTPORTS -> INPUTPORT | eps

 

35. AUDIOPROCESSORS -> AUDIOPROCESSOR AUDIOPROCESSORS | eps

 

36. FIE= LDS1 ->  = eps

&n= bsp;

37. PORT2PORTCONN -> port2portconn : SRC3 -> DST1 ; PORT2PORTCONN | eps

&n= bsp;

38. SRC3 -> 'fco' FCO9

&n= bsp;

39. FCO9 -> OUTPUTPORT|INPUTPORT

&n= bsp;

40. DST3 -> FCO9

 

41. CONNECTIONS1 -> 'connection' PORT2PORTCONN=

 

42. HOUSECURRENT -> 'atom' housecurrent{ FIELDS2 }

 

43. FIELDS2 -> eps=

 

44. BATTERY -&= gt; 'atom' battery{ FIELDS3 }

 

45. FIELDS3 -> eps=

 

46. OUTPUTPORT -> 'atom' = outputport{ FIELDS4 }

 

47. FIELDS4 -> 'fields' Impedance <= /span>

 

48. INPUTPORT -> 'atom' i= nputport{ FIELDS5 }

 

49. FIELDS5 -> 'fields' Impedance <= /span>

 

50. SPEAKER -> 'atom' speaker{ FIELDS6 }

 

51. FIELDS6 -> 'fields' Quality

 

52. MIC -> 'atom' mic{ FIELDS7 }

 

53. FIELDS7 -> 'fields' Quality

 

54. LD -> 'atom' ld{ FIELDS8 }

 

55. FIELDS8 -> eps=

 

56. VCR -> 'atom' vcr{ FIELDS9 }

 

57. FIELDS9 -> eps=

 

58. LP -> 'atom' lp{ FIELDS10 }

 

59. FIELDS10 -> eps

 

60. DVD -> 'atom' dvd{ FIELDS11 }

 

61. FIELDS11 -> eps

 

62. TV -> 'atom' tv{ FIELDS12 }

 

63. FIELDS12 -> eps

 

64. DAT -> 'atom' dat{ FIELDS13 }

 

65. FIELDS13 -> eps

 

66. CD -> 'atom' cd{ FIELDS14 }

 

67. FIELDS14 -> eps

 

&= nbsp;

 =

 


 <= /span>

We have also applied MARS on the large multi-tiered ESML domain. ESML is a domain-specific graphical modeling language developed for= modeling Real-Time Mission Computing Embedded Avionics applications. The ESML contai= ns instance models representing mission computing avionics scenarios. The ESML= is a large domain, with models arranged in multiple folders. Currently MARS is limited to inferring single folder metamodel domains. We hope to extend this capability = to infer multi-tiered metamodels.

 

 

Publications:=

1) Faizan Javed, Marjan Mernik, Jeff Gray&=
nbsp;and Barrett Bryant, "MARS: A MetaModel Recovery System Using Grammar Inference&quo=
t;,
Technical Report UABCIS-TR-2006-0724-1, UAB, 2006 [PDF] 
[This paper has been condition=
ally accepted by the journal Information and Software Technology]

Contact : Faizan Javed, email: javed= f At cis.uab.edu

 

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