MARS
A MetAmodel Recovery System Using Grammar Inference
Project Members: =
span>
Faizan <=
span
class=3DSpellE>Javed, Mar=
jan
Mernik, Jeff Gray, and Barrett Bryant=
=
span>
Developed
at:

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.=
o:p>
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=
span>
3 The=
LISA
Language Development Environment
LISA is an interactive environment=
span>
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=
u>
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:
- Affirm that=
you
have Internet Explorer (version 6.0 or above), LISA, and GME installed=
- Apply the X=
SLT
Transformer file to the GME instance model XML file.
- Save the
resulting MRL output as a LISA source file.
- Load the
mars_LisaTransformer file into LISA, and click on
Compiler -> Build
- Open the LI=
SA
source file from step 3. =
span>
- Click on
Run->run in LISA.
- The resulti=
ng
output will consist of a “grammar” text file and an
“Inferred Meta-Model” XML file.
- Load
the inferred meta-model XML file into GME. =
span>
Download the files here:
XSLT
Transformer [step2] Lat=
est:
Version 2.0
<=
/span>
Mars LisaTransformer [step4] Latest:
Version 4.1
&n=
bsp;
Experimental
Results=
u>
=
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 }=
st1:citation>
<=
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>
<=
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:
=
o:p>
Inf=
erred
Meta-Model:
=
o:p>
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=
span>=
span>
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 } =
o:p>
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=
p>
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=
span>
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 }=
o:p>
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=
i>, 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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