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Concept Abduction in Description logics with cardinality restrictions

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HAL Id: hal-01448932

https://hal.archives-ouvertes.fr/hal-01448932

Submitted on 29 Jan 2017

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Concept Abduction in Description logics with

cardinality restrictions

Viet-Hoang Vu, Nhan Le Thanh

To cite this version:

Viet-Hoang Vu, Nhan Le Thanh. Concept Abduction in Description logics with cardinality restrictions.

International Journal of Computer, Electrical, Automation, Control and Information Engineering,

World Academy of Science, Engineering and Technology, 2010, 4 (11), pp.1779. �hal-01448932�

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A L N

A L CQ

A L N

Accommodation

Room

Hotel

Accommodation

3StarsHotel

Hotel

3StarsRoom

3StarsRoom

Room

Table Desk

Telephone

ColorTelevison

PrivateBathRoom

PrivateBathRoom

BathRoom

Shower

BathTub

Shower

BathTub

3StarsHotel

Evelator

(3)
(4)
(5)
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1

(7)

heterogeneous clash

choice

(8)
(9)

Room1

Desk Table

Room2

WiFi

ADSL

Room1 Room2

Desk

WiFi

τi clT (τi) clH (τi) τ8 ∀hasE qui pment.¬Desk¬ Room1, Room2, ∅

τ9 ∀hasE qui pment.¬Table¬ Room1, Room2, ∀hasE qui pment.Desk

τ10 ∀hasE qui pment.¬Table¬ Room1, Room2, ∅

τ18

⎧ ⎨ ⎩

¬ Room1,

∀hasE qui pment.¬Table, ∀hasI nter net.¬WiFi

⎫ ⎬

⎭ ∀hasE qui pment.Desk τ19

⎧ ⎨ ⎩

¬ Room1,

∀hasE qui pment.¬Desk, ∀hasI nter net.¬ADSL

⎫ ⎬

⎭ ∀hasI nter net.WiFi τ21

⎧ ⎨ ⎩

¬ Room1,

∀hasE qui pment.¬Table, ∀hasI nter net.¬ADSL

⎫ ⎬

⎭ ∀hasE qui pment.Desk τ22

⎧ ⎨ ⎩

¬ Room1,

∀hasE qui pment.¬Table, ∀hasI nter net.¬ADSL

⎫ ⎬

⎭ ∀hasI nter net.WiFi τ28 ⎧ ⎨ ⎩ ¬ Room2, Room1,

∀hasI nter net.¬WiFi ⎫ ⎬ ⎭ ∅ τ29 ⎧ ⎨ ⎩ ¬ Room2, Room1,

∀hasI nter net.¬ADSL ⎫ ⎬

⎭ ∀hasI nter net.WiFi τ30 ⎧ ⎨ ⎩ ¬ Room2, Room1,

∀hasI nter net.¬ADSL ⎫ ⎬ ⎭ ∅ τ38 ⎧ ⎨ ⎩ ¬ Room2,

∀hasE qui pment.¬Table, ∀hasI nter net.¬WiFi

⎫ ⎬

⎭ ∀hasE qui pment.Desk τ39

⎧ ⎨ ⎩

¬ Room2,

∀hasE qui pment.¬Desk, ∀hasI nter net.¬ADSL

⎫ ⎬

⎭ ∀hasI nter net.WiFi τ41

⎧ ⎨ ⎩

¬ Room2,

∀hasE qui pment.¬Table, ∀hasI nter net.¬ADSL

⎫ ⎬

⎭ ∀hasE qui pment.Desk τ42

⎧ ⎨ ⎩

¬ Room2,

∀hasE qui pment.¬Table, ∀hasI nter net.¬ADSL

⎫ ⎬

⎭ ∀hasI nter net.WiFi

Hi τ − set (Hi) ¬ Room1 { τ12, τ13, τ14, τ18, τ19, τ21, τ22}

Room2 { τ12, τ13, τ14}

∀hasE qui pment.¬Desk { τ12, τ18, τ30}

∀hasE qui pment.¬Table { τ13, τ14, τ19, τ21, τ22, τ31, τ33, τ34}

∀hasI nter net.¬ADSL { τ18, τ21, τ22, τ25, τ26, τ30, τ33, τ34}

∀hasI nter net.¬WiFi { τ19, τ24, τ31}

¬ Room2 { τ24, τ25, τ26, τ30, τ31, τ33, τ34}

Room1 { τ24, τ25, τ26}

∀hasE qui pment.Desk { τ13, τ19, τ21, τ31, τ33}

∀hasI nter net.WiFi { τ18, τ22, τ25, τ30, τ34}

τ − set ()

Room

1

Room

2

Desk

(10)
(11)

Room

Room

Room

Desk Table

Room

ADSL WiFi

Desk

WiFi

Room

Room

Room

Room

Desk Table

Desk Table

Room

Desk Table

ADSL WiFi

Desk

Desk Table Desk

Desk

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Desk Table Desk

Desk

Desk Table Table

Desk

WiFi

Desk Table Table

Desk

WiFi

Table

WiFi

Desk

ADSL

Table

ADSL

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(12)

Desk

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WiFi

WiFi

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WiFi

WiFi

WiFi

Table

WiFi

WiFi

Desk

Table

Desk

WiFi

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ADSL

WiFi

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Desk

Desk

ADSL

Desk

Table

Desk

ADSL

WiFi

Table

(13)

ADSL

WiFi

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