• 検索結果がありません。

JAIST Repository: NARESOMAKER: 出会いの初期障壁を軽減する第三者介入型友人推薦システム

N/A
N/A
Protected

Academic year: 2021

シェア "JAIST Repository: NARESOMAKER: 出会いの初期障壁を軽減する第三者介入型友人推薦システム"

Copied!
7
0
0

読み込み中.... (全文を見る)

全文

(1)

JAIST Repository

https://dspace.jaist.ac.jp/

Title

NARESOMAKER: 出会いの初期障壁を軽減する第三者介入

型友人推薦システム

Author(s)

沼野, 剛志; 北山, 史朗; 西本, 一志

Citation

インタラクション2014論文集: 440-445

Issue Date

2014-02-20

Type

Conference Paper

Text version

publisher

URL

http://hdl.handle.net/10119/12247

Rights

社団法人 情報処理学会, 沼野 剛志, 北山 史朗, 西

本 一志, インタラクション2014論文集, 2014,

440-445. ここに掲載した著作物の利用に関する注意: 本

著作物の著作権は(社)情報処理学会に帰属します。

本著作物は著作権者である情報処理学会の許可のもと

に掲載するものです。ご利用に当たっては「著作権法

」ならびに「情報処理学会倫理綱領」に従うことをお

願いいたします。 Notice for the use of this

material: The copyright of this material is

retained by the Information Processing Society of

Japan (IPSJ). This material is published on this

web site with the agreement of the author (s) and

the IPSJ. Please be complied with Copyright Law

of Japan and the Code of Ethics of the IPSJ if

any users wish to reproduce, make derivative

work, distribute or make available to the public

any part or whole thereof. All Rights Reserved,

Copyright © Information Processing Society of

Japan.

(2)

NARESOMAKER

†1 †1 †1

“NARESOMAKER”

, Q&A

NARESOMAKER : A Matchmaker-intermediating

Recommendation System of New Friends that Alleviates Initial

Barriers of the First Encounter

Tsuyoshi NUMANO

†1

Shirou KITAYAMA

†1

Kazushi NISHIMOTO

†1

In this paper, we propose “NARESOMAKER” system that is a matchmaker-intermediating recommendation system of new friends. NARESOMAKER alleviates initial barriers of the first encounter. Many of ordinary dating site’s system adopted systems where users chose partners based on their profiles and contacted them by themselves. However, this method has some barriers. For example, it is difficult to find a compatible person and even if you can find a compatible person, it is very difficult to greet for the first time. Therefore, NARESOMAKER incorporated a Q&A system to provide initial topics of communications and employed the third persons’ recommendations to find the compatible persons. As a result of user studies with NARESOMAKER, we obtained some possibility that NARESOMAKER can alleviate the initial barriers of encounter.

1.

1.1

[1]

[1]

[2]

20

40

2478

8

[3]

[2]

[3]

†1

Japan Advanced Institute of Science and Technology.

5%

20~30%

14~18%

(10~18%)

1.2

2

1

2

1.3

(3)

[4]

[5]

facebook

SNS

SNS

SNS

[6]

1.4

1.2

1.3

NARESOMAKER

NARESOMAKER

facebook

Q&A

2.

2

1

facebook

Shuchuan

[7]

1

[8]

MatchMaker [9]

[10]

[11]

[11]

2

[

12]

3.

[10]

2

1

2

2

3.1

20

12

facebook

1

A

A

B

A

B

C

[13]

C

B

!

1(a)

A

B

A

facebook

C

A

A

B

A

B

C

C

A

C

A

B

C

B

C

30

† A 1

(4)

!

1(b)

B

B

A

facebook

C

B

A

B

C

B

C

B

C

A

C

B

C

30

(a) (b)

1

Figure 2 Comparative experiments of encounter.

3.2

30

A

6

2

2

facebook

A

1

2

C

B

6

1

A

C

facebook

A

1

B

C

facebook

[11]

4. NARESOMAKER

SNS

facebook

facebook

1

2

NARESOMAKER

2

NARESOMAKER

yahoo

Q&A

Q&A

NARESOMAKER

NARESOMAKER

(5)

2

NARESOMAKER

Figure

2 Outline of the NRESOMAKER.

PHP5.3, CakePHP2.4, Mysql5.5

WEB

facebook

3

3

Figure 4 Top page of the system.

3

!

facebook

2

4

Figure 5 Questioner’s page

!

1

facebook

1

5

Figure 6 Introducer’s page.

!

1

1

(6)

6

Figure 7 Communication page for Questioner and Answer

5.

16

facebook

5

5.1

2013

11

15

2013

11

25

10

facebook

1

facebook

5.2

5.2.1

2013

11

25

91

80

96

81

7

7

Figure 8 Number of registered users and active users

11

15

18

1

facebook

11

20

11

22

18

11

20

1

5.2.2 NARESOMAKER

NARESOMAKER

2

1

22/96

2

16

2

!

80

!

96

39/80

!

(7)

!

Q&A

6.

NARESOMAKER

2

22/96

8

16

2

100

facebook

39/80

96

facebook

Q&A

7.

NARESOMAKER

1

1) : 70:249-266 (2008). 2) : http://chosa.itmedia.co.jp/categories/investment/16757 (2012). 3) : -23(4), 461-467 (2008). 4) : - 15 2(1) pp45-57 ,(2013).

5) Walther,J.B.: Computer-mediated communication: impersonal, interpersonal, and hyper personal interaction, Communication Research,23,pp.3-43(1996).

6) :

67 No.3,pp.157-158(2005). 7) Shuchuan Lo,Chingching Lin :WMR-A Graph-based Algorithm for Friend Recommendation,Proceedings of the 2006 IEEE/WIC/ACM International Conference on Web Intelligence,pp.121-128(2006).

8) , , : SNS

, 2011 ,

No.3,pp.285-288 (2011).

9) Li Bian, Henry Holtzman: MatchMaker: A Friend

Recommendation System through TV Character Matching IEEE International Workshop on Social Networks and TV,pp.714-718(2012).

10) SNS

IPSJ SIG Technical Report GN-63(2007).

11) :

: 20(4) , pp.578-590(2008). 12) Andrea Chapdelaine,David A Kenny:Match maker can you make me a match, Journal of Personality and Social

Psychology,vol67,No1.pp.83-91(1994).

13) :

, ,51,pp.131-142(2009).

Figure 2 Comparative experiments of encounter.
Figure 6 Introducer’s page.
Figure 7 Communication page for Questioner and Answer

参照

関連したドキュメント

In this paper, we will be concerned with a degenerate nonlinear system of diffusion-convection equations in a periodic domain modeling the flow and trans- port of

By con- structing a single cone P in the product space C[0, 1] × C[0, 1] and applying fixed point theorem in cones, we establish the existence of positive solutions for a system

In the study of dynamic equations on time scales we deal with certain dynamic inequalities which provide explicit bounds on the unknown functions and their derivatives.. Most of

The general context for a symmetry- based analysis of pattern formation in equivariant dynamical systems is sym- metric (or equivariant) bifurcation theory.. This is surveyed

Nonlinear systems of the form 1.1 arise in many applications such as the discrete models of steady-state equations of reaction–diffusion equations see 1–6, the discrete analogue of

In this paper, based on a new general ans¨atz and B¨acklund transformation of the fractional Riccati equation with known solutions, we propose a new method called extended

We shall see below how such Lyapunov functions are related to certain convex cones and how to exploit this relationship to derive results on common diagonal Lyapunov function (CDLF)

From the- orems about applications of Fourier and Laplace transforms, for system of linear partial differential equations with constant coefficients, we see that in this case if