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FUZZY COMPUTATIONAL ONTOLOGIES Ho - fung Leung The Chinese University of Hong Kong

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FUZZY COMPUTATIONAL ONTOLOGIES

Ho-fung Leung

The Chinese University of Hong Kong

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SOCIAL MEDIA

‘Social Media is a group of Internet-based applications that build on the ideological and technological foundations of Web 2.0, and that allow the creation and exchange of User Generated Content.’

-- A. M. Kaplan and M. Haenlein, 2010. Users of the world, unite! The challenges and opportunities of Social Media, Business Horizons, Volume 53, Issue 1, Pages 59-68.

"Conversationprism" by Brian Solis and JESS3 -http://www.theconversationprism.com/. Licensed under CC BY 2.5 via Commons -https://commons.wikimedia.org/wiki/File:Conversationprism.jpeg#/media/File:Conversationprism.jpeg

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SOCIAL MEDIA

Baidu Tieba Facebook Google+Hong Kong Discuss

Forum

Hong Kong Golden Forum Instagram Podcast Wikipedia

Taifeng Luntan Tianya Club Twitter

and so on…

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SOCIAL MEDIA

In many situations, people wish to formally represent and categorise the User Generated Content so as to analyse them.

A way to do this is by using computational ontologies (or simply ontologies in this talk).

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ONTOLOGIES

‘A body of formally represented knowledge is based on a conceptualization: the , , and other entities that are assumed to exist in some area of interest and the

that hold among them.’

‘An ontology is an explicit specification of a conceptualization.’

— Thomas R. Gruber (1995)

"Ontology Bronco" by Ⓔcw.ⓣechnoid.ⓓweeb - I vectorized .. Licensed under CC BY-SA 2.5 via Wikipedia -https://en.wikipedia.org/wiki/File:Ontology_Bronco.svg#/media/File:Ontology_Bronco.svg

GRUBER, T., 1995. Toward principles for the design of ontologies used for knowledge sharing? Int. J. Hum-Comput. Int., 43(5-6), Elsevier, 907–928.

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ONTOLOGIES

‘A body of formally represented knowledge is based on a conceptualization: the , , and other entities that are assumed to exist in some area of interest and the

that hold among them.’

‘An ontology is an explicit specification of a conceptualization.’

— Thomas R. Gruber (1995)

Review

Positive Review

Negative Review

Honest Negative Review

Biased Negative Review

GRUBER, T., 1995. Toward principles for the design of ontologies used for knowledge sharing? Int. J. Hum-Comput. Int., 43(5-6), Elsevier, 907–928.

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A MODEL OF FUZZY ONTOLOGIES

Fuzziness of Concepts.

Typicality of Objects. Positive

Review

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A MODEL OF FUZZY ONTOLOGIES

Fuzziness of Concepts.

Typicality of Objects.

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A MODEL OF FUZZY ONTOLOGIES

Fuzziness of Concepts.

Typicality of Objects.

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A MODEL OF FUZZY ONTOLOGIES

O = (C, P, I, R)

A set of Concepts

A set of Properties

A set of Instances

A set of Rules that specifies the relations

between concepts and

properties

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A MODEL OF FUZZY ONTOLOGIES

O = (C, P, I, R)

A set of

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A MODEL OF FUZZY ONTOLOGIES

Studies of ‘Concepts’ are found in the realm of Cognitive Psychology.

Classical View

(Common until 1970’s)A Concept is defined by a set of singly necessary and jointly sufficient features(properties).

4 sides

sides all equal in length

all angles measure

90°

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A MODEL OF FUZZY ONTOLOGIES

Studies of ‘Concepts’ are found in the realm of Cognitive Psychology.

Prototype View

(Typicality as degree of ‘goodness’) A Concept is represented by an abstract prototype with all the salient properties.

abstract prototype of CAT

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A MODEL OF FUZZY ONTOLOGIES

Studies of ‘Concepts’ are found in the realm of Cognitive Psychology.

Prototype View

(Typicality vs. Membership)

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A MODEL OF FUZZY ONTOLOGIES

O = (C, P, I, R)

A set of

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A MODEL OF FUZZY ONTOLOGIES

O = (C, P, I, R)

A set of

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A MODEL OF FUZZY ONTOLOGIES

A Concept is described by a Characteristic Vector.

1 1 2 2( : , : , , : )n nc c w c w c wr

KPositve Review

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A MODEL OF FUZZY ONTOLOGIES

A Concept is described by a Characteristic Vector .

An Object is described by a Property Vector .

1 1 2 2( : , : , , : )n nc c w c w c wr

KPositve Review

1 1 2 2( : , : , , : )n np p v p v p vr

KReview-1

cr

pr

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A MODEL OF FUZZY ONTOLOGIES

A Concept x is a subconcept of y if and only if for all i .

cr

Review

, ,x i y ic c

cr

Positve Review

, ,i ic cPositive Review Review

ôPositive Review Review

with less, or more basic, defining properties

with more, or stricter, defining properties

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A MODEL OF FUZZY ONTOLOGIES

1 1 2 2( : , : , , : )n nc c w c w c wr

KPositve Review

1 1 2 2( : , : , , : )n np p v p v p vr

KReview-1

Likeliness of an Individual in a Concept

( ) [0,1]λ Positve Review Review-1

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A MODEL OF FUZZY ONTOLOGIES

1 1 2 2( : , : , , : )n nc c w c w c wr

KPositve Review

1 1 2 2( : , : , , : )n np p v p v p vr

KReview-1

Likeliness of an Individual in a Concept

( ) [0,1]λ Positve Review Review-1

0.1

0.2

0.2

0.8

0.6

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A MODEL OF FUZZY ONTOLOGIES

λx(a)=1 ↔ cx,i>0 → pa,i=1 for all i.

λx(a)=0 ↔ cx,i>0 and pa,i=0 for some i.

λx(a)>λx(b) if for some j, cx,j>0 and pa,j>pb,j, and pa,i=pb,i for all

i≠j.

λy(a)>λx(a) if for some j, cx,j≥cy,j>0 and 1>pa,j>0, and cx,i=cy,i and

pa,i>0 for all i≠j.

λy(a)=λx(a) if for some j, cx,j≥cy,j>0 and pa,j=1, and cx,i=cy,i and

pa,i>0 for all i≠j.

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A MODEL OF FUZZY ONTOLOGIES

λx(a)=1 ↔ cx,i>0 → pa,i=1 for all i.

λx(a)=0 ↔ cx,i>0 and pa,i=0 for some i.

λx(a)>λx(b) if for some j, cx,j>0 and pa,j>pb,j, and pa,i=pb,i for all

i≠j.

λy(a)>λx(a) if for some j, cx,j≥cy,j>0 and 1>pa,j>0, and cx,i=cy,i and

pa,i>0 for all i≠j.

λy(a)=λx(a) if for some j, cx,j≥cy,j>0 and pa,j=1, and cx,i=cy,i and

pa,i>0 for all i≠j.

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A MODEL OF FUZZY ONTOLOGIES

Cat 1 1 2 2( : , : , , : )n nt t w t w t wr

K

A Prototype is described by a Prototype Vector.A Prototype vector is the weighted average of the Property Vectors of the individuals in the Concept.

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A MODEL OF FUZZY ONTOLOGIES

Cat 1 1 2 2( : , : , , : )n nt t w t w t wr

K

A Prototype is described by a Prototype Vector.A Prototype vector is the weighted average of the Property Vectors of the individuals in the Concept.

Cat-1 1 1 2 2( : , : , , : )n np p v p v p vr

K

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A MODEL OF FUZZY ONTOLOGIES

Cat 1 1 2 2( : , : , , : )n nt t w t w t wr

K

A Prototype is described by a Prototype Vector.A Prototype vector is the weighted average of the Property Vectors of the individuals in the Concept.

Typicality of an Individual in a Concept

Cat Cat-1( ) [0,1]τ

Cat-1 1 1 2 2( : , : , , : )n np p v p v p vr

K

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A MODEL OF FUZZY ONTOLOGIES

Likeliness the extent to which an individual object is an instance of a concept.

Typicality how typical or how representative an individual is to a concept.

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A MODEL OF FUZZY ONTOLOGIES

Likeliness the extent to which an individual object is an instance of a concept.

Typicality how typical or how representative an individual is to a concept.

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MULTI-PROTOTYPE CONCEPTS

In some situations there are more than one prototypes for a concept.

For example, a video is influential if it has

Property 1: many people like it;

Property 2: …

Or

Property 1’: many people discuss about it;

Property 2’: …

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MULTI-PROTOTYPE CONCEPTS

In some situations there are more than one prototypes for a concept.

For example, a video is influential if it has

Property 1: many people like it;

Property 2: …

Or

Property 1’: many people discuss about it;

Property 2’: …

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PROPERTY PRIORITY

In some other applications, properties would have priority, in addition to importance.

For example, a good review on a camera has many properties.

Property 1: the review is about camera

Property 2: the review is written by anexpert

Property 3: …

Property 1 should have a higher priority than all other properties.

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PROPERTY PRIORITY

In some other applications, properties would have priority, in addition to importance.

For example, a good review on a camera has many properties.

Property 1: the review is about camera

Property 2: the review is written by anexpert

Property 3: …

Property 1 should have a higher priority than all other properties.

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CONTEXT AWARENESS

Typicality of a user generated content is often different in different contexts, as the perspectives are different.

ONTOLOGY

Ontology is …………………

A typical good article!

Not a typical good article!

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A MODEL OF FUZZY ONTOLOGIES

Models of ontologies and categorisation

Traditional (crisp) categories and ontology models

Fuzzy categories and ontologies

Categories and ontology modelling with typicality of objects

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A MODEL OF FUZZY ONTOLOGIES

Traditional Models

Concept = crisp set of objects

Complex concepts are constructed by operators in Description Logic.

A ≡ B⊓C

D⊑∃R.E

Unable to express fuzziness of concepts (‘positive review’, ‘important remarks’, etc.)

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A MODEL OF FUZZY ONTOLOGIES

Fuzzy Description Logic & Ontologies

Fuzzy description logics

Fuzzy ontologies have been proposed for medical document retrieval, multilingual information retrieval, etc.

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A MODEL OF FUZZY ONTOLOGIES

Formal prototypes and derived typicality values

Typicality versus likeliness

Prioritised properties

Multi-prototype concepts

Contextual effects

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POTENTIAL APPLICATIONS

Ranking the user generated contents by typicality.

Presenting potentially useful results.

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APPLICATION 1: WEB OF THINGS RECOMMENDATIONS

We design and develop a novel recommendation method underpinned

by the principle of object typicality to address the issues related to

Web of Things (WoT) recommendations. Since the proposed method

is more effective and efficient than other baseline methods given

sparse training data. It also significantly outperforms state-of-the-art

recommendation methods in terms of Mean Absolute Error (MAE).

The business implication of our research is that the proposed

recommendation method can enhance the situation awareness of

Web of Things (WoT) applications which facilitate the reuse of

enterprise resources and the interoperability among enterprises.

CAI, Y., LAU, R. Y. K., LIAO, S. S. Y., LI, C. P., LEUNG, H. F. and MA, L. C. K. 2014. Object Typicality for Effective Web ofThings Recommendations. Decis. Support Syst., 63. Elsevier, 52-63.

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APPLICATION 2: TYPICALITY QUERY ANSWERING

We apply the idea of typicality analysis from cognitive psychology to query answering, and propose a novel method to answer typicality queries effectively based on theories in cognitive psychology. The proposed method adopts multi-prototype concept modelling and basic level category detection. By a systematic empirical evaluation using real data sets, we verify the accuracy and the effectiveness of our method on answering typicality queries.

CAI, Y., ZHAO, H. K., HAN, H., LAU, R. Y. K., LEUNG, H. F. and MIN, H. Q., 2012. Answering Typicality Query based on Automatically Prototype Construction. In: Proceedings of the 2012 IEEE/WIC/ACM International Conference on Web Intelligence and Intelligent Agent Technology (WI-IAT), Macau, China, 4-7 December 2012. 362 - 366.

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APPLICATION 3: TYPICALITY-BASED CF RECOMMENDATION

We propose a novel typicality-based collaborative filtering

recommendation method named TyCo, which finds ‘neighbours’ of

users based on user typicality degrees in user groups. TyCo

outperforms many CF recommendation methods on recommendation

accuracy (in terms of MAE), especially with sparse training data. It has

lower time cost than other CF methods. Further, it can obtain more

accurate predictions with less number of big-error predictions.

CAI, Y., LEUNG, H. F., LI, Q., MIN, H. Q., HAN, H., TANG, J. and LI, J. Z., 2014. Typicality-based Collaborative Filtering Recommendation. IEEE Trans. Knowl. Data Eng., 26(3). IEEE Computer Society, 766-779.

CAI, Y., LEUNG, H. F., LI, Q., TANG, J. and LI, J. Z., 2010. TyCo: Towards Typicality-based Collaborative Filtering Recommendation. In: Proceedings of the 22nd IEEE International Conference on Tools with Artificial Intelligence, Volume 2, Arras, France, 27-29 October 2010. Los Alamitos: IEEE Computer Society, 97-104.

CAI, Y., LEUNG, H. F., LI, Q., TANG, J. and LI, J. Z., 2010. Recommendation Based On Object Typicality. In: Proceedings of the 19th ACM International Conference on Information and Knowledge Management, Toronto, Canada, 26-30 October 2010.

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We apply the idea of typicality analysis to database query answering,

and study the novel problem of answering top-k typicality queries.

Three types of top-k typicality queries are formulated. We develop a

series of approximation methods for various situations. Typicality

queries can be answered efficiently with quality guarantees. An

extensive performance study using two real data sets and a series of

synthetic data sets clearly shows that top-k typicality queries are

meaningful and our methods are practical.

APPLICATION 4: TOP-k TYPICALITY QUERIES

HUA, M., PEI, J., FU, A. W. C., LIN, X. M. and LEUNG, H. F., 2009. Top-k Typicality Queries and Efficient Query Answering Methods on Large Databases. VLDB J., 18(3), Berlin: Springer, 809-835.

HUA, M., PEI, J., FU, A. W. C., LIN, X. M. and LEUNG, H. F., 2007. Efficiently Answering Top-k Typicality Queries on Large Databases. In: Proceedings of the 33rd International Conference on Very Large Data Bases, Vienna, Austria, 23-28 September 2007. VLDB Endowment, 890-901.

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RELATED PUBLICATIONS

Publication supported byNFAPST

国家科学技术学术著作出版基金

CAI, Y., AU YEUNG, C. M. and LEUNG, H. F., 2012. Fuzzy Computational Ontologies in Contexts. Higher Education Press / Springer.

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RELATED PUBLICATIONS

APPLICATIONS

CAI, Y., LAU, R. Y. K., LIAO, S. S. Y., LI, C. P., LEUNG, H. F. and MA, L. C. K. 2014. Object Typicality for Effective Web of Things Recommendations. Decis. Support Syst., 63. Elsevier, 52-63.

CAI, Y., LEUNG, H. F., LI, Q., MIN, H. Q., HAN, H., TANG, J. and LI, J. Z., 2014. Typicality-based Collaborative Filtering Recommendation. IEEE Trans. Knowl. Data Eng., 26(3). IEEE Computer Society, 766-779.

CAI, Y., ZHAO, H. K., HAN, H., LAU, R. Y. K., LEUNG, H. F. and MIN, H. Q., 2012. Answering Typicality Query based on Automatically Prototype Construction. In: Proceedings of the 2012 IEEE/WIC/ACM International Conference on Web Intelligence and Intelligent Agent Technology (WI-IAT), Macau, China, 4-7 December 2012. 362 - 366.

CAI, Y., LEUNG, H. F., LI, Q., TANG, J. and LI, J. Z., 2010. TyCo: Towards Typicality-based Collaborative Filtering Recommendation. In: Proceedings of the 22nd IEEE International Conference on Tools with Artificial Intelligence, Volume 2, Arras, France, 27-29 October 2010. Los Alamitos: IEEE Computer Society, 97-104.

CAI, Y., LEUNG, H. F., LI, Q., TANG, J. and LI, J. Z., 2010. Recommendation Based On Object Typicality. In: Proceedings of the 19th ACM International Conference on Information and Knowledge Management, Toronto, Canada, 26-30 October 2010.

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RELATED PUBLICATIONS

APPLICATIONS (Continued)

HUA, M., PEI, J., FU, A. W. C., LIN, X. M. and LEUNG, H. F., 2009. Top-k Typicality Queries and Efficient Query Answering Methods on Large Databases. VLDB J., 18(3), Berlin: Springer, 809-835.

HUA, M., PEI, J., FU, A. W. C., LIN, X. M. and LEUNG, H. F., 2007. Efficiently Answering Top-kTypicality Queries on Large Databases. In: Proceedings of the 33rd International Conference on Very Large Data Bases, Vienna, Austria, 23-28 September 2007. VLDB Endowment, 890-901.

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RELATED PUBLICATIONS

THEORY

CAI, Y. and LEUNG, H. F., 2011. Formalizing Object Membership in Fuzzy Ontology with Property Importance and Property Priority. In: Proceedings of the 2011 IEEE International Conference on Fuzzy Systems, Taipei, China, 27-30 June, 2011. IEEE, 1719-1726.

CAI, Y. and LEUNG, H. F., 2010. A Fuzzy Description Logic with Automatic Object Membership Measurement. In: Y. X. BI and M.-A. WILLIAMS, Eds., Knowledge Science, Engineering and Management, 4th International Conference, KSEM 2010, Lecture Notes in Artificial Intelligence, Volume 6291, Belfast, Northern Ireland, UK, 1-3 September 2010. Springer, 76-87.

CAI, Y. and LEUNG, H. F., 2008. Formalizing Object Typicality in Context-aware Ontology. In:Proceedings of the 20th IEEE International Conference on Tools with Artificial Intelligence, Dayton, Ohio, U.S.A., 3-5 November 2008. Los Alamitos: IEEE Computer Society, 233-240.

CAI, Y. and LEUNG, H. F., 2008. A Formal Model of Fuzzy Ontology with Property Hierarchy and Object Membership. In: Q. LI, S. SPACCAPIETRA, E. YU and A. OLIVÉ, Eds., Conceptual Modeling - ER 2008, Lecture Notes in Computer Science, Volume 5231, Barcelona, Catalonia, Spain, 20-23 October 2008. Springer Berlin / Heidelberg, 69-82.

CAI, Y., LEUNG, H. F. and FU, A. W. C., 2008. Multi-Prototype Concept and Object Typicality in Ontology. In: Proceedings of the 21st International Florida Artificial Intelligence Research Society Conference, Coconut Grove, Florida, USA, 15-17 May, 2008. Menlo Park, Calif.: AAAI Press.

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RELATED PUBLICATIONS

THEORY (Continued)

AU YEUNG, C. M. and LEUNG, H. F., 2010. A Formal Model of Ontology for Handling Fuzzy Membership and Typicality of Instances. Comput. J., 53(3). Oxford: Oxford University Press, 316-341.

AU YEUNG, C. M. and LEUNG, H. F., 2006. Ontology with Likeliness and Typicality of Objects in Concepts. In: D. W. EMBLEY, A. OLIVÉ and S. RAM, eds., Conceptual Modeling - ER 2006, Lecture Notes in Computer Science, Volume 4215, Tucson, Arizona, USA, 6-9 November 2006. Springer Berlin / Heidelberg, 98-111.

AU YEUNG, C. M. and LEUNG, H. F., 2006. Formalizing Typicality of Objects and Context-sensitivity in Ontologies. In: P. STONE and G. WEISS, eds., Proceedings of the 5th International Joint Conference on Autonomous Agents and Multiagent Systems, Hakodate, Japan, 8-12 May 2006. New York: ACM Press, 946-948.

AU YEUNG, C. M. and LEUNG, H. F., 2006. Formalizing Concepts in Description Logics Using a Cognitive Approach. In: D. LUKOSE and Z. SHI, eds., Proceedings of the 8th Pacific Rim International Workshop on Multi-Agents, PRIMA 2005, Kuala Lumpur, Malaysia, 26-28 September 2005.

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RESEARCHERS

Yi Cai

ProfessorSouth China University

of Technology

Ho-fung Leung

ProfessorThe Chinese University

of Hong Kong

Ching-man Au Yeung

Co-founder & DirectorAxon Labs Limited

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ACKNOWLEDGEMENT

I would like to thank the organiser of the Fourth National Conference of Social Media Processing for the kind support.