La lecture à portée de main
Découvre YouScribe en t'inscrivant gratuitement
Je m'inscrisDécouvre YouScribe en t'inscrivant gratuitement
Je m'inscrisDescription
Sujets
Informations
Publié par | mijec |
Nombre de lectures | 15 |
Langue | English |
Extrait
A
h
the
is
tation
to
data
Dimensionalit
el
y
an
represen
in
Relational
e
Learning
is
Eric
relational
k
the
Alphonse
ask
and
Most
Stan
el,
Mat
tation.
win
y
LRI
brings
-
as
Bt
b
490
d
Univ
whic
ersit
paradigm
P
In
aris-Sud
Mining
91405
y
ORSA
ed
Y
attribute-v
CEDEX
tit
f
alen
alphonse,stan
to
g
use
tasks
unit
This
the
pap
er
in
argues
Datalog.
that
the
in
ulti-instance
order
to
lter,
p
the
erform
examples
data
implemen
mining
and
on
m
large
oking
relational
of
databases
with
eld
m
to
ultiple
data
tables,
the
one
w
needs
VL),
to
the
go
t
b
represen
e-
ositional
y
require
ond
ey
the
t
traditional
tations
attribute-v
o
alue
ted
learning
KDD
(A
.
VL)
ose
paradigm
hniques.
eature
the
e
ILP
at
Programming
e
lifts
main
the
appro
expressivit
relational
y
a
to
a
the
for
lev
The
el
as
of
rst-order
prior
del
w
outputs
ell-suited
for
literals.
this
of
task.
prop
Sev
applied
eral
subsets
domain.
of
F
k
OL
y
with
and
dieren
the
t
expressiv
should
e
next.
p
oin
o
of
w
of
er
the
ha
wledge
v
metho
e
the
b
uses
een
language
prop
osed
describ
in
single
ILP
.
.
The
A
Datalog
is
language
to
is
There
expressiv
reasons
e
enough
ok
to
this
represen
imp
t
for
relational
learning
that
problems
est
when
mining
data
presen
is
b
giv
the
en
di-
y
W
in
prop
a
here
m
rst
ulti-relational
that
database.
F
The
Subset
Æ
to
y
lev
lies
of
in
,
the
languages
least
that
expressiv
the
as
more
The
expressiv
idea
e
to
the
ximate
h
original
yp
problem
othesis
y
language
m
the
problem,
learner
represen
w
suitable
orks
FS
with,
hniques.
the
metho
more
acts
a
the
prepro
dimensionalit
the
y
data,
of
to
the
mo
learning
building,
task.
h
The
relational
dimensionalit
with
y
relev
problem,
t
addressed
An
for
tation
the
in
is
osed
hine
Learning,
to
is
bio
t
ypically
utagenesis
1
kled
tro
b
Lo
y
F
at
eature
man
Subset
KDD
(FS)
Data
in
hniques.
last
The
some
idea
hers
of
where
re-using
the
these
go
Man
hniques
p
in
t
ILP
limitations
runs
the
immediately
tations
in
the
to
and
a
deriv
problem
kno
as
in
examples
existing
ha
ds.
v
of
e
existing
v
ork
ariable
an
size
alue
and
(A
do
i.e.
not
h
share
item
the
es
same
same
set
en
of
y
literals.
A
The
the
long-term
lev
goal
this
of
VL
this
tation
equiv
h
t
is
prop
to
dev
are
elop
elling
to
that
ols
the
that
hers
will
lo
scale
b
up
ond
the
represen
ILP
An
learn-
ortan
ers
one
to
the
mak
of
e
represen
them
is
usable
KDD
on
b
understo
data
din
v
oking
ILP
er
b
the
en
database
pattern,
ulates
text.
similar
In
y
KDD,
v
ev
initial
en
The
more
oin
than
othesis
in
of
ev
hine
hange
Learning,
a
it
to
is
W
natural
set
to
the
p
b
erform
information
[10],
e
othesis
disco
b
v
A
ery
runs
w
alues
orking
though,
on
attributes
data
v
deriv
that
ed
has
The
from
a
relational
relational
databases.
[8,
In
of
this
deal
text,
examples
the
m
eral
of
m
foreign
W
k
wing
eys
that
requires
limit
the
a
use
b
of
data-driv
a
FS
relativ
ev
ely
in
expressiv
a
e
rely
represen
set
tation,
lev
h
no
as
en
Datalog
example,
[11,
ariable
3].
w
In
problem
where
hine
an
Learning,
an
the
this
idea
ltering
of
the
redescrib
general
ect
kno
a
wledge
tativ
from
xed
examples
used
in
an
First
tation,
Order
ev
literals,
(F
Finally
OL)
lter
has
of
b
ization,
een
estigated
kno
26,
wn
learning
as
at
to
e
lik
F
Programming
for
e
the
usual
last
h
10
h
y
[16]
ears.
h
Man
needs
y
ac
a
hiev
emen
the
ts
ds
ha
Ho
v
the
e
erforming
b
ILP
een
in
All
but
metho
the
hers
a
ha
attributes
v
their
e
ILP
no
to
w
of
realized
there
that
set
there
a
exists
literals
a
example
examples
hotom
a
y
um
b
literals.
et
w
a
een
ould
expressiv
relational
eness
h
and
its
e-
literals
what
[19].
in
One
idea
of
er
the
main
example
Æ
Indeed,
that
as
prev
e
en
the
ts
with
ILP
this
from
will
ulti-instance
kling
rep-
large-size
of
problems
where
t
of
ypical
pattern
of
the
KDD
attributes.
applications
algorithm
is
this
the
e
dimensionalit
able
y
the
of
the
the
is,
h
en
yp
othesis
turn
space,
whole
whic
h
tation,
is
prop
egins
larger
in
than
y
in
hers
A
It
VL.
F
Ev
as
en
one,
more
all
imp
resp
ortan
pattern
tly
w
,
to
the
out
ollo
v
F
erage
urnkranz
test
w
(or
argue
the
e
static
query
problem
to
in
the
relational
yp
database
space
terminology)
through
in
v
yp
olv
bias
es
to
e
matc
ted
hing
y
of
F
en
OL
h
form
to
ulae
represen
metho
ting
in
the
VL.
h
w
yp
er,
otheses
idea
against
p
the
FS
training
an
examples.
setting
Since
immediately
this
to
t
problem.
yp
data-driv
e
FS
of
ds
matc
on
hing
v
is
of
NP-complete,
xed
of
v
to
erage
aluate
test-
relev
ing,
In
in
,
the
due
w
the
orst
el
expressivit
is
,
exp
is
onen