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	<title>Digital Society in English</title>
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	<link>http://digitalsociety.jp</link>
	<description>@ Waseda University Graduate School of Asia-Pacific Studies</description>
	<lastBuildDate>Thu, 17 May 2012 07:03:21 +0000</lastBuildDate>
	<language>en</language>
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		<title>Seminar Meeting 2012.5.10</title>
		<link>http://digitalsociety.jp/blog/2012/05/10/seminar-meeting-2012-5-10/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-2012-5-10</link>
		<comments>http://digitalsociety.jp/blog/2012/05/10/seminar-meeting-2012-5-10/#comments</comments>
		<pubDate>Thu, 10 May 2012 04:17:57 +0000</pubDate>
		<dc:creator>thuyht</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[ICT]]></category>
		<category><![CDATA[Japan]]></category>
		<category><![CDATA[Johnson Wang]]></category>
		<category><![CDATA[Korea]]></category>
		<category><![CDATA[Korean Telecommunication]]></category>
		<category><![CDATA[Research Methodology His]]></category>
		<category><![CDATA[Research Question]]></category>
		<category><![CDATA[Riyoung Chang]]></category>
		<category><![CDATA[Riyoung Chang Presentation]]></category>
		<category><![CDATA[Tittle Regulations]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=826</guid>
		<description><![CDATA[Today&#8217;s zemi, we have 2 presenters: Johnson Wang (1st sesmester) and Riyoung Chang (3rd sesmester). &#160; 1. Johnson Wang&#8217;s presentation: Wang is interested in ICT application for caregivers of dementia elderly in Japan. Research question: How ICT can help the caregivers and the related institution to care dementia elderly. Research Methodology: His intention is to interview caregivers in Japan. Comments and questions: Make clear concept of &#8220;Caregivers&#8221; Why focusing on dementia Should care about the differences between private caregivers at home and at hospital &#160; 2. Riyoung Chang&#8217;s Presentation Tittle: Regulations on subsidizing in Korean Telecommunication industry Research Question: Why should (not) regulate marketing expenditure for new customer subsidy in telecommunication industry. Research Methodology: His intention is to interview people from Korean telecommunication providers. Comments: Should prepare back up plan in the case of failing to make contact with company Explaining how handset are sell in Korea Choosing specific standpoint &#160; Next zemi, third sesmester students will continue to present their research including Amy, Millya, and Wendji (sorry if I mistyped your name). About the party, Hitomi-san will send an email with information about time, place, and how to get there. Please check your email.]]></description>
			<content:encoded><![CDATA[<p>Today&#8217;s zemi, we have 2 presenters: Johnson Wang (1st sesmester) and Riyoung Chang (3rd sesmester).</p>
<p>&nbsp;</p>
<p><strong>1. Johnson Wang&#8217;s presentation:</strong></p>
<p>Wang is interested in ICT application for caregivers of dementia elderly in Japan.</p>
<p><em>Research question:</em> How ICT can help the caregivers and the related institution to care dementia elderly.</p>
<p><em>Research Methodology:</em> His intention is to interview caregivers in Japan.</p>
<p><em>Comments and questions:</em></p>
<ul>
<li>Make clear concept of &#8220;Caregivers&#8221;</li>
<li>Why focusing on dementia</li>
<li>Should care about the differences between private caregivers at home and at hospital</li>
</ul>
<p>&nbsp;</p>
<p><strong>2. Riyoung Chang&#8217;s Presentation</strong></p>
<p><em>Tittle:</em> Regulations on subsidizing in Korean Telecommunication industry</p>
<p><em>Research Question:</em> Why should (not) regulate marketing expenditure for new customer subsidy in telecommunication industry.</p>
<p><em>Research Methodology:</em> His intention is to interview people from Korean telecommunication providers.</p>
<p><em>Comments:</em></p>
<ul>
<li>Should prepare back up plan in the case of failing to make contact with company</li>
<li>Explaining how handset are sell in Korea</li>
<li>Choosing specific standpoint</li>
</ul>
<p>&nbsp;</p>
<p>Next zemi, third sesmester students will continue to present their research including Amy, Millya, and Wendji (sorry if I mistyped your name).</p>
<p>About the party, Hitomi-san will send an email with information about time, place, and how to get there. Please check your email.</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Seminar Meeting 2012.04.26</title>
		<link>http://digitalsociety.jp/blog/2012/04/26/seminar-meeting-2012-04-26/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-2012-04-26</link>
		<comments>http://digitalsociety.jp/blog/2012/04/26/seminar-meeting-2012-04-26/#comments</comments>
		<pubDate>Wed, 25 Apr 2012 17:05:40 +0000</pubDate>
		<dc:creator>Riyoung Chang</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[Authoritarian Democratic Laissez]]></category>
		<category><![CDATA[Carry Support Ganker]]></category>
		<category><![CDATA[COOP]]></category>
		<category><![CDATA[Hypothesis Gaming]]></category>
		<category><![CDATA[Methods Survey]]></category>
		<category><![CDATA[thesis]]></category>
		<category><![CDATA[X3 Demographic]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=821</guid>
		<description><![CDATA[1. Film&#8217;s presentation - How are leadership styles developed? - Individuals&#8217; behaviors correspond both in real life and game match - Authoritarian / Democratic / Laissez-faire - Carry / Support / Ganker - Hypothesis: Gaming experience shapes an individual&#8217;s leadership style in real life. - Real life behavior influenced as individual&#8217;s role chosen in game. - Methods: Survey and interview Suggestions: - Better explanation is required, considering the age level of the thesis examinees - Since the topic is relatively unfamiliar to professors, &#160; 2. Maria&#8217;s presentation   &#8211; Telework for COOP - If there is a disaster, what should be done afterwards? - Real effectiveness = potential + procedural effectiveness - Procedural: behavioral constraints, values of the target group, capabilities of the administrative system and target group - Aim: to identify the organizational and individual characteristics that influence the procedural effectiveness of telework for COOP in Japanese public agencies - Research questions: are managers and employees of J. public agencies open to the implementation of telework as a COOP strategy? - X1, X2, X3: Demographic, Organizational culture, Technology - Hypothesis: higher level of technological familiarity will tend to hold more positive views of ad hoc telework. - Methodology: cross-sectional survey / case study Suggestions: - Employer / employee&#8217;s aspects should be separated - Questionnaire surveys will be like asking to employees who are not doing telework - Gap between their intensions and their actual behaviors, whether they are really willing to adopt telework - The actual cases&#8230; whether ones can in fact stay effective working in your house]]></description>
			<content:encoded><![CDATA[<p>1. Film&#8217;s presentation</p>
<p>- How are leadership styles developed?</p>
<p>- Individuals&#8217; behaviors correspond both in real life and game match</p>
<p>- Authoritarian / Democratic / Laissez-faire</p>
<p>- Carry / Support / Ganker</p>
<p>- Hypothesis: Gaming experience shapes an individual&#8217;s leadership style in real life.</p>
<p>- Real life behavior influenced as individual&#8217;s role chosen in game.</p>
<p>- Methods: Survey and interview</p>
<p>Suggestions:</p>
<p>- Better explanation is required, considering the age level of the thesis examinees</p>
<p>- Since the topic is relatively unfamiliar to professors,</p>
<p>&nbsp;</p>
<p>2. Maria&#8217;s presentation   &#8211; Telework for COOP</p>
<p>- If there is a disaster, what should be done afterwards?</p>
<p>- Real effectiveness = potential + procedural effectiveness</p>
<p>- Procedural: behavioral constraints, values of the target group, capabilities of the administrative system and target group</p>
<p>- Aim: to identify the organizational and individual characteristics that influence the procedural effectiveness of telework for COOP in Japanese public agencies</p>
<p>- Research questions: are managers and employees of J. public agencies open to the implementation of telework as a COOP strategy?</p>
<p>- X1, X2, X3: Demographic, Organizational culture, Technology</p>
<p>- Hypothesis: higher level of technological familiarity will tend to hold more positive views of ad hoc telework.</p>
<p>- Methodology: cross-sectional survey / case study</p>
<p>Suggestions:</p>
<p>- Employer / employee&#8217;s aspects should be separated</p>
<p>- Questionnaire surveys will be like asking to employees who are not doing telework</p>
<p>- Gap between their intensions and their actual behaviors, whether they are really willing to adopt telework</p>
<p>- The actual cases&#8230; whether ones can in fact stay effective working in your house</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Seminar class 2012.4.19</title>
		<link>http://digitalsociety.jp/blog/2012/04/19/seminar-class-2012-4-19/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-class-2012-4-19</link>
		<comments>http://digitalsociety.jp/blog/2012/04/19/seminar-class-2012-4-19/#comments</comments>
		<pubDate>Thu, 19 Apr 2012 07:53:26 +0000</pubDate>
		<dc:creator>maria</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[Cambodia]]></category>
		<category><![CDATA[Korea]]></category>
		<category><![CDATA[Lee Chung Sol]]></category>
		<category><![CDATA[Ly Scheath]]></category>
		<category><![CDATA[MA]]></category>
		<category><![CDATA[Professor Mitomo]]></category>
		<category><![CDATA[web page]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=789</guid>
		<description><![CDATA[Welcome to the second seminar class of spring 2012! Ready? Agenda Introductory message by Professor Mitomo Presentations by fourth semester Master&#8217;s students: Lee, Scheath Practical issues and Closing 1.  Introductory message by professor Today&#8217;s agenda Job opportunities for seminar students 2. Presentations (2) I. Analysis of Mobile Spectrum Assignment Policy in Korea (Lee, Chung Sol) Background to spectrum allocation via auction in Korea in August 2011 Literature review: Why auction the spectrum? Advantages. Literature review specifically for the 2011 auction in Korea Research question and hypothesis Methodology and Structure References Comments / Questions: In what aspects will the case comparison take place? This also ties in to some general vagueness issues. Are the cases selected really comparable? It may be better to look for other cases that were held in the same time frame and bear more similarities to the Korean case. Investigate the auction in more detail, and then extend the comparison to another country&#8217;s case, and possibly re-phrase the research question and hypothesis II. Feasibility and Cost-Benefit of Implementing LIMS in a pathology laboratory (a case in Calmette Hospital, Cambodia), Ly Scheath Background Reasons for current study Thesis objectives Research Question Research Methods and Procedures Significance LIMS available and Costs and Benefits Questions / Comments: Will the human cost be included in the CBA? (training etc.) Special attention should be paid to fixing the time frame of CB calculation. How will system benefits be evaluated? (reliability, effectiveness, and efficiency) It may be worthwhile try to find past case studies in related literature. Do not focus purely on CBA, but on the form and level of the benefit itself. [List all possible benefits] 3. Practical issues and Closing The seminar for the fourth semester students will be held after the regular Master&#8217;s seminar in the same room (#316) In the next seminar meeting, Elaine, Maria, and Film will present their MA thesis plans/progress. This week&#8217;s notes were kept by Maria. Note-keeper for  next week will be Riyung. Lee will be responsible for setting up the equipment before the seminar class [computer, projector, and extension cord should be taken from the professor's office and projection screen from the 7th floor] About the web-page Four new students have joined the seminar. It is requested that one of them at least offer to take over administrator responsibilities from Film, as he will be graduating this semester. About the welcome party Date of the welcome party: Thursday, May 17th, 7-9pm Cost: ~3500¥/person. There are two potential places for the welcome party for new students, one close to Takadanobaba station and the other in Shinjuku. More information on the event will be sent to the mailing list.]]></description>
			<content:encoded><![CDATA[<p>Welcome to the second seminar class of spring 2012!</p>
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" alt="" width="259" height="195" /></dt>
<dd class="wp-caption-dd">Ready?</dd>
</dl>
</div>
<p>Agenda</p>
<ol>
<li>Introductory message by Professor Mitomo</li>
<li>Presentations by fourth semester Master&#8217;s students: Lee, Scheath</li>
<li>Practical issues and Closing</li>
</ol>
<p><em>1.  Introductory message by professor</em></p>
<p>Today&#8217;s agenda</p>
<p>Job opportunities for seminar students</p>
<p><em>2. Presentations (2)</em></p>
<p><strong>I. Analysis of Mobile Spectrum Assignment Policy in Korea (Lee, Chung Sol)</strong><img class="alignleft" style="margin: 2px;" src="data:image/png;base64,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" alt="" width="158" height="158" /></p>
<p>Background to spectrum allocation via auction in Korea in August 2011<br />
Literature review: Why auction the spectrum? Advantages.<br />
Literature review specifically for the 2011 auction in Korea<br />
Research question and hypothesis<br />
Methodology and Structure<br />
References<br />
Comments / Questions:</p>
<ul>
<li>In what aspects will the case comparison take place? This also ties in to some general vagueness issues.</li>
<li>Are the cases selected really comparable? It may be better to look for other cases that were held in the same time frame and bear more similarities to the Korean case.</li>
<li>Investigate the auction in more detail, and then extend the comparison to another country&#8217;s case, and possibly re-phrase the research question and hypothesis</li>
</ul>
<p><strong>II. Feasibility and Cost-Benefit of Implementing LIMS in a pathology laboratory (a case in Calmette Hospital, Cambodia), Ly Scheath</strong></p>
<p><img class="alignleft" style="border: 1px solid black;" 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" alt="" width="184" height="134" />Background<br />
Reasons for current study<br />
Thesis objectives<br />
Research Question<br />
Research Methods and Procedures<br />
Significance<br />
LIMS available and Costs and Benefits<br />
Questions / Comments:</p>
<ul>
<li>Will the human cost be included in the CBA? (training etc.) Special attention should be paid to fixing the time frame of CB calculation.</li>
<li>How will system benefits be evaluated? (reliability, effectiveness, and efficiency)</li>
<li>It may be worthwhile try to find past case studies in related literature.</li>
<li>Do not focus purely on CBA, but on the form and level of the benefit itself. [List all possible benefits]</li>
</ul>
<p><em>3. Practical issues and Closing</em></p>
<p>The seminar for the fourth semester students will be held after the regular Master&#8217;s seminar in the same room (#316)</p>
<p>In the next seminar meeting, Elaine, Maria, and Film will present their MA thesis plans/progress.</p>
<p>This week&#8217;s notes were kept by Maria. Note-keeper for  next week will be Riyung.</p>
<p>Lee will be responsible for setting up the equipment before the seminar class [computer, projector, and extension cord should be taken from the professor's office and projection screen from the 7th floor]
<p><em>About the web-page</em></p>
<p>Four new students have joined the seminar. It is requested that one of them at least offer to take over administrator responsibilities from Film, as he will be graduating this semester.</p>
<p><em>About the welcome party</em></p>
<p>Date of the welcome party: Thursday, May 17th, 7-9pm</p>
<p>Cost: ~3500¥/person. There are two potential places for the welcome party for new students, one close to Takadanobaba station and the other in Shinjuku. More information on the event will be sent to the mailing list.</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
			<wfw:commentRss>http://digitalsociety.jp/blog/2012/04/19/seminar-class-2012-4-19/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Seminar Meeting 2012.4.12</title>
		<link>http://digitalsociety.jp/blog/2012/04/12/seminar-meeting-2012-4-12/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-2012-4-12</link>
		<comments>http://digitalsociety.jp/blog/2012/04/12/seminar-meeting-2012-4-12/#comments</comments>
		<pubDate>Thu, 12 Apr 2012 11:35:51 +0000</pubDate>
		<dc:creator>milliyatsai</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[Elaine]]></category>
		<category><![CDATA[MA]]></category>
		<category><![CDATA[Socheath]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=777</guid>
		<description><![CDATA[&#160; Welcome back to Zemi Everyone!The cherry trees is blooming and welcoming us a whole new semester. This year, we have one new MA student &#8211; Johnson, and two PhD students &#8211; John and Naoko. Welcome to our seminar and wish you have a fulfilled life in Waseda! Here is our Seminar Schedule for this semester. Please prepare and give your presentation on the designated date. 2012 Spring Semester – Seminar Schedule Date Presenters Topics April 19 LeeSocheath Research PresentationResearch Presentation April 26 ElaineMaria(Film) Research PresentationResearch PresentationResearch Presentation May 3rd – National Holiday, No Class May 10  JohnsonChangWenjin Research PresentationResearch PresentationResearch Presentation May 17 MilliyaAmy Research PresentationResearch Presentation May 24 HitomiHoangRen Research PresentationResearch PresentationResearch Presentation * The forth semester students (Lee, Socheath, Elaine, Maria, Film) are required to present repeatedly in the fifth period. &#160;]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p>Welcome back to Zemi Everyone!The cherry trees is blooming and welcoming us a whole new semester. This year, we have one new MA student &#8211; <strong>Johnson</strong>, and two PhD students &#8211; <strong>John</strong> and <strong>Naoko</strong>. Welcome to our seminar and wish you have a fulfilled life in Waseda!</p>
<p>Here is our Seminar Schedule for this semester. Please prepare and give your presentation on the designated date.</p>
<p style="text-align: -webkit-auto;" align="center"><strong>201</strong><strong>2</strong><strong> </strong><strong>Spring</strong><strong> Semester – Seminar Schedule</strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="141">
<p align="center"><em>Date</em><em></em></p>
</td>
<td width="142">
<p align="center"><em>Presenters</em><em></em></p>
</td>
<td width="142">
<p align="center"><em>Topics</em><em></em></p>
</td>
</tr>
<tr>
<td valign="top" width="141">April 19</td>
<td valign="top" width="142">LeeSocheath</td>
<td valign="top" width="142">Research PresentationResearch Presentation</td>
</tr>
<tr>
<td valign="top" width="141">April 26</td>
<td valign="top" width="142">ElaineMaria(Film)</td>
<td valign="top" width="142">Research PresentationResearch PresentationResearch Presentation</td>
</tr>
<tr>
<td colspan="3" width="426">
<p align="center">May 3rd – National Holiday, No Class</p>
</td>
</tr>
<tr>
<td valign="top" width="141">May 10<em> </em></td>
<td valign="top" width="142">JohnsonChangWenjin</td>
<td valign="top" width="142">Research PresentationResearch PresentationResearch Presentation</td>
</tr>
<tr>
<td valign="top" width="141">May 17<em><span style="text-decoration: underline;"><br />
</span></em></td>
<td valign="top" width="142">MilliyaAmy</td>
<td valign="top" width="142">Research PresentationResearch Presentation</td>
</tr>
<tr>
<td valign="top" width="141">May 24</td>
<td valign="top" width="142">HitomiHoangRen</td>
<td valign="top" width="142">Research PresentationResearch PresentationResearch Presentation</td>
</tr>
</tbody>
</table>
<p>* The forth semester students (Lee, Socheath, Elaine, Maria, Film) are required to present repeatedly in the fifth period.</p>
<div class="divider top"><a href="#">Top</a></div>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://digitalsociety.jp/blog/2012/04/12/seminar-meeting-2012-4-12/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Seminar Meeting 2012.1.12</title>
		<link>http://digitalsociety.jp/blog/2012/01/12/seminar-meeting-20120112/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-20120112</link>
		<comments>http://digitalsociety.jp/blog/2012/01/12/seminar-meeting-20120112/#comments</comments>
		<pubDate>Thu, 12 Jan 2012 08:14:38 +0000</pubDate>
		<dc:creator>maria</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[India]]></category>
		<category><![CDATA[Professor Mitomo]]></category>
		<category><![CDATA[thesis]]></category>
		<category><![CDATA[Vietnam]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=754</guid>
		<description><![CDATA[Overview New Year&#8217;s Greetings from Professor Mitomo Advice to thesis writers from 4th-semester students Presentations: Hitomi and Thuy Next up New Year&#8217;s Greetings from Professor Mitomo The professor welcomed students to the first seminar meeting of 2012, and wished everyone a productive new year. There were plenty of cookies to celebrate. The fourth semester students all handed in their theses and now only have the oral presentation to go before they can finish. Well done everyone! The professor described the process of the oral exam and reminded interviewees to especially focus on their contribution, and also bring an extra copy of their thesis in case some specific point needs to be discussed. Advice to thesis writers from 4th-semester students The fourth semester students had advice for the rest of the seminar class: Start early and stay healthy, and you&#8217;ll finish just fine Write down your structure, you&#8217;ll find out you have a lot less to write than you think While writing, put in your references immediately, because you will not be able to remember them afterwards Start your reading early Presentations: Hitomi and Thuy First semester students Hitomi and Thuy did their presentations today Hitomi: Digital Divide in India This presentation concerned the discrepancy between macro-level reporting on the digital divide in India, according to which the divide is narrowing, and micro-level observations, which show that the divide is getting wider. In the discussion, the issues of digital divide definition, and the differences between a hypothesis and a research question were brought up. Thuy: Leap-frogging as a way to combat the digital divide in Vietnam The next presentation also concerned the digital divide, but from a different perspective. The main focus was on the advantages and disadvantages of using leap-frogging as a strategy for combating the digital divide. The different definitions of digital divide were again brought up, and then the possible problems concerning the gathering of reliable data were discussed, as well as some potential solutions. Next up There might be a chance to visit the NTT DoCoMo showroom on February 2-3. Next week, third semester students will make their final presentations for this semester. Notes will be taken by Riyung.]]></description>
			<content:encoded><![CDATA[<p><em>Overview</em></p>
<ul>
<li>New Year&#8217;s Greetings from Professor Mitomo</li>
<li>Advice to thesis writers from 4th-semester students</li>
<li>Presentations: Hitomi and Thuy</li>
<li>Next up</li>
</ul>
<p><em>New Year&#8217;s Greetings from Professor Mitomo</em></p>
<dl id="" class="wp-caption alignleft" style="width: 124px;">
<dt class="wp-caption-dt"><img title="Happy 2012!" src="http://www.viethoroscope.com/wp-content/uploads/2009/03/year-of-the-dragon-zodiac.png" alt="" width="114" height="106" /></dt>
</dl>
<p>The professor welcomed students to the first seminar meeting of 2012, and wished everyone a productive new year. There were plenty of cookies to celebrate.</p>
<p>The fourth semester students all handed in their theses and now only have the oral presentation to go before they can finish. Well done everyone!</p>
<p>The professor described the process of the oral exam and reminded interviewees to especially focus on their contribution, and also bring an extra copy of their thesis in case some specific point needs to be discussed.</p>
<p><em>Advice to thesis writers from 4th-semester students</em></p>
<p>The fourth semester students had advice for the rest of the seminar class:<img class="alignright" title="thesis writing" src="data:image/jpeg;base64,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" alt="" width="159" height="112" /></p>
<ul>
<li>Start early and stay healthy, and you&#8217;ll finish just fine</li>
<li>Write down your structure, you&#8217;ll find out you have a lot less to write than you think</li>
<li>While writing, put in your references immediately, because you will not be able to remember them afterwards</li>
<li>Start your reading early</li>
</ul>
<p><em>Presentations: Hitomi and Thuy</em></p>
<p>First semester students Hitomi and Thuy did their presentations today</p>
<p>Hitomi: Digital Divide in India</p>
<p>This presentation concerned the discrepancy between macro-level reporting on the digital divide in India, according to which the divide is narrowing, and micro-level observations, which show that the divide is getting wider.</p>
<p>In the discussion, the issues of digital divide definition, and the differences between a hypothesis and a research question were brought up.</p>
<p>Thuy: Leap-frogging as a way to combat the digital divide in Vietnam</p>
<p>The next presentation also concerned the digital divide, but from a different perspective. The main focus was on the advantages and disadvantages of using leap-frogging as a strategy for combating the digital divide.</p>
<p>The different definitions of digital divide were again brought up, and then the possible problems concerning the gathering of reliable data were discussed, as well as some potential solutions.</p>
<p><em>Next up</em></p>
<p>There might be a chance to visit the NTT DoCoMo showroom on February 2-3.</p>
<p>Next week, third semester students will make their final presentations for this semester.</p>
<p>Notes will be taken by Riyung.</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
			<wfw:commentRss>http://digitalsociety.jp/blog/2012/01/12/seminar-meeting-20120112/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Seminar meeting 2011.11.24</title>
		<link>http://digitalsociety.jp/blog/2011/11/24/seminar-meeting-20111124/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-20111124</link>
		<comments>http://digitalsociety.jp/blog/2011/11/24/seminar-meeting-20111124/#comments</comments>
		<pubDate>Thu, 24 Nov 2011 10:54:36 +0000</pubDate>
		<dc:creator>a_pichitkul</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[mitomo]]></category>
		<category><![CDATA[NGN]]></category>
		<category><![CDATA[NTT]]></category>
		<category><![CDATA[Place Otemachi]]></category>
		<category><![CDATA[Riyoung Chang]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=720</guid>
		<description><![CDATA[According to seminar meeting, Prof. Mitomo informed students about the study visit to NTT on December 8th, 2011. NTT will held the exhibition on NGN technology. Place: Otemachi square, NTT building, Otemachi Time: 3:00 pm or 4:00 pm (The students can choose either time period.  The students should arrive at the NTT 10 minutes prior to the stated time.) There was only one presentation for this week.  Riyoung Chang presented the research interest on the topic of regulating subsidization in telecommunication industry. He discussed about the Korean policies relating to subsidizing regulations from 2000 to 2010.  He also discussed about the marketing expenditures and its effect on the performance of mobile company. The main focus of the research will be on mobile service and the consumer sides. The next seminar class will be on Dec 15, 2011. The first semester students will present their research interest.]]></description>
			<content:encoded><![CDATA[<p>According to seminar meeting, Prof. Mitomo informed students about the study visit to NTT on December 8th, 2011. NTT will held the exhibition on NGN technology.</p>
<p>Place: Otemachi square, NTT building, Otemachi<br />
Time: 3:00 pm or 4:00 pm<br />
(The students can choose either time period.  The students should arrive at the NTT 10 minutes prior to the stated time.)</p>
<p>There was only one presentation for this week.  Riyoung Chang presented the research interest on the topic of regulating subsidization in telecommunication industry. He discussed about the Korean policies relating to subsidizing regulations from 2000 to 2010.  He also discussed about the marketing expenditures and its effect on the performance of mobile company. The main focus of the research will be on mobile service and the consumer sides.</p>
<p>The next seminar class will be on Dec 15, 2011. The first semester students will present their research interest.</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
			<wfw:commentRss>http://digitalsociety.jp/blog/2011/11/24/seminar-meeting-20111124/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Seminar Meeting 2011.11.17</title>
		<link>http://digitalsociety.jp/blog/2011/11/17/seminar-meeting-2011-11-17/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-2011-11-17</link>
		<comments>http://digitalsociety.jp/blog/2011/11/17/seminar-meeting-2011-11-17/#comments</comments>
		<pubDate>Thu, 17 Nov 2011 14:56:09 +0000</pubDate>
		<dc:creator>mfwbetty</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[Elaine]]></category>
		<category><![CDATA[ERICSSON JAPAN Internship]]></category>
		<category><![CDATA[Socheath]]></category>
		<category><![CDATA[Waseda Writing Center]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=710</guid>
		<description><![CDATA[Today’s semi we have 3 things to discuss: 1. ERICSSON JAPAN Internship Dates: (1) 2011/12/13-15 (2) 2012/01/10-12 (3) 2012/01/17-19 Time: 18:00-21:00 (3 hours for each day) Place: Yokohama Nationality: Any country Language: Can speak a little bit Japanese &#160; 2. Waseda Writing Center Maria provides an information from Waseda Writing Center which provides sessions of 45 minute-long, one-on-one consultation between a tutor and a writer as a free service for all Waseda students. &#160; 3. Today we have 2 presenters: Elaine. Socheath Elaine “The Behavior of Joining Brand Pages on Facebook” To examine the intention of Facebook users to click Like on a Brand Page; Survey on Facebook users to examine how difference types or images of a brand community influences users preference to join/how interactivity Socheath “Feasibility and Cost-Benefit of Implementing LIMS in a Pathology Laboratory” Evaluation of Lab Capacity in Cambodia; Estimate cost and benefit of LIMS available: Open sources &#38; Commercial－Stand alone, Cloud LIMS &#160; Next week’s presenters: Second semester’s students]]></description>
			<content:encoded><![CDATA[<p>Today’s semi we have 3 things to discuss:</p>
<p>1. ERICSSON JAPAN Internship</p>
<p>Dates:<br />
(1) 2011/12/13-15<br />
(2) 2012/01/10-12<br />
(3) 2012/01/17-19</p>
<p>Time: 18:00-21:00 (3 hours for each day)<br />
Place: Yokohama<br />
Nationality: Any country<br />
Language: Can speak a little bit Japanese</p>
<p>&nbsp;</p>
<p>2. Waseda Writing Center</p>
<p>Maria provides an information from Waseda Writing Center which provides sessions of 45 minute-long, one-on-one consultation between a tutor and a writer as a free service for all Waseda students.</p>
<p>&nbsp;</p>
<p>3. Today we have 2 presenters: Elaine. Socheath</p>
<p><strong><span style="text-decoration: underline;">Elaine</span></strong></p>
<p>“The Behavior of Joining Brand Pages on Facebook”</p>
<p>To examine the intention of Facebook users to click Like on a Brand Page; Survey on Facebook users to examine how difference types or images of a brand community influences users preference to join/how interactivity</p>
<p><strong><span style="text-decoration: underline;">Socheath</span></strong></p>
<p>“Feasibility and Cost-Benefit of Implementing LIMS in a Pathology Laboratory”</p>
<p>Evaluation of Lab Capacity in Cambodia; Estimate cost and benefit of LIMS available: Open sources &amp; Commercial－Stand alone, Cloud LIMS</p>
<p>&nbsp;</p>
<p>Next week’s presenters: Second semester’s students</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
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		<title>Seminar Meeting 2011.11.10</title>
		<link>http://digitalsociety.jp/blog/2011/11/10/seminar-meeting-2011-11-10/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-2011-11-10</link>
		<comments>http://digitalsociety.jp/blog/2011/11/10/seminar-meeting-2011-11-10/#comments</comments>
		<pubDate>Thu, 10 Nov 2011 07:22:13 +0000</pubDate>
		<dc:creator>kosuke</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[Maria Elaine]]></category>
		<category><![CDATA[MPOG]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=682</guid>
		<description><![CDATA[it seems everyone has been busy, not much progress since the last presentation this weeks presenters are : Maria Elaine, and Film ○Maria &#8220;teleworks schemes can help reduce the time needed to return normal operation after crisis&#8221; basically she talks about crisis management. she seems to have  some difficulties with ・what is the casual relationship of interest? ・theoretical experiment  -measurements -cost vs time -efficiency vs productivity -category b/ please give her some advice if anything comes  up to your mind. &#160; ○Film &#8220;multiple players online game &#38; its effects on behavior change&#8221; research Qs -how MPOG effect the personality of the players? -possible links between virtual violence and real world. proposed answer -MPOG can be  more self-centered. i pretty much like this thesis. please stick to the plan!! &#160; next weeks presenter: Elaine, and 2nd semester students see you all in next week]]></description>
			<content:encoded><![CDATA[<p>it seems everyone has been busy, not much progress since the last presentation</p>
<p>this weeks presenters are : Maria Elaine, and Film</p>
<p>○Maria</p>
<p>&#8220;teleworks schemes can help reduce the time needed to return normal operation</p>
<p>after crisis&#8221;</p>
<p>basically she talks about crisis management.</p>
<p>she seems to have  some difficulties with</p>
<p>・what is the casual relationship of interest?</p>
<p>・theoretical experiment  -measurements</p>
<p>-cost vs time</p>
<p>-efficiency vs productivity</p>
<p>-category b/</p>
<p>please give her some advice if anything comes  up to your mind.</p>
<p>&nbsp;</p>
<p>○Film</p>
<p>&#8220;multiple players online game &amp; its effects on behavior change&#8221;</p>
<p>research Qs -how MPOG effect the personality of the players?</p>
<p>-possible links between virtual violence and real world.</p>
<p>proposed answer -MPOG can be  more self-centered.</p>
<p>i pretty much like this thesis. please stick to the plan!!</p>
<p>&nbsp;</p>
<p>next weeks presenter: Elaine, and 2nd semester students</p>
<p>see you all in next week</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
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		<title>Seminar Meeting 2011.10.27</title>
		<link>http://digitalsociety.jp/blog/2011/10/27/seminar-meeting-2011-10-27/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-2011-10-27</link>
		<comments>http://digitalsociety.jp/blog/2011/10/27/seminar-meeting-2011-10-27/#comments</comments>
		<pubDate>Thu, 27 Oct 2011 04:44:29 +0000</pubDate>
		<dc:creator>pekoeo</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[ATM]]></category>
		<category><![CDATA[China]]></category>
		<category><![CDATA[Japan]]></category>
		<category><![CDATA[Korea]]></category>
		<category><![CDATA[LBS]]></category>
		<category><![CDATA[Milliya Tsai]]></category>
		<category><![CDATA[MNP]]></category>
		<category><![CDATA[Riyoung Chang]]></category>
		<category><![CDATA[Wenji Li]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=679</guid>
		<description><![CDATA[Today we have three students to continue the presentation and illustrate their main interest on their thesis. 1. Riyoung Chang The main interest was on the regulation, marketing , expenditure of telecom business. Chang discussed the necessity to regulate telecom industries by showing the MNP(mobile number portability) usage in Korea  during 2006-2010 which was gradually arising. Chang considered that  customers go back and forth among the operators due to companies&#8217; price competition. This has become a vicious cycle that should be concerned. Whether adopt regulation on telecom industries was what Chang will focus on. Chang will search for further data for statistic analysis of MNP and market share in Korea, actual proofs on the price gap also make comparison with other countries as his future work. 2. Wenji Li 3G, new type of advertising based on customers acceptance. Despite the application of mobile phone in China is increasing, consumer beavior is not yet sufficient. Li decided to focus on consumer behavior  by investigating why, how, when and where people access mobile advertisement. She will find proper approaches and give a clue to mobile advertisement. In her future work, Li will do more literature review, design questionnaires, conduct interview, and do case study in Japan. 3. Milliya Tsai Location based Service and Regional Tourism Development. According to Milliya&#8217;s explaination, LBS identify people&#8217;s geographical position, and people can use it as navigation, request the nearst business or service (e.g. ATM or restaurants.) or find whereabouts of friends, emploees&#8230;etc. Milliya will focus on whether the LBS will facilitate the touring development of an area, and whether LBS provides useful information and change consumers&#8217; consuming behavior. Milliya also discussed the difficulties that companies will have to conquer while developing LBS. For example, How to make users provide more information? How to provide right information at right time? How to make interface intuitively? On customers&#8217; side, what is the most concerned will be the privacy problem. In her future work, she will try to understand consumers satisfaction and consumers behavior by interviewing /taking survey on both Japanese and foreign students.]]></description>
			<content:encoded><![CDATA[<p>Today we have three students to continue the presentation and illustrate their main interest on their thesis.</p>
<p>1. Riyoung Chang</p>
<p>The main interest was on the regulation, marketing , expenditure of telecom business.</p>
<p>Chang discussed the necessity to regulate telecom industries by showing the MNP(mobile number portability) usage in Korea  during 2006-2010 which was gradually arising. Chang considered that  customers go back and forth among the operators due to companies&#8217; price competition. This has become a vicious cycle that should be concerned. Whether adopt regulation on telecom industries was what Chang will focus on.</p>
<p>Chang will search for further data for statistic analysis of MNP and market share in Korea, actual proofs on the price gap also make comparison with other countries as his future work.</p>
<p>2. Wenji Li</p>
<p>3G, new type of advertising based on customers acceptance.</p>
<p>Despite the application of mobile phone in China is increasing, consumer beavior is not yet sufficient. Li decided to focus on consumer behavior  by investigating why, how, when and where people access mobile advertisement. She will find proper approaches and give a clue to mobile advertisement.</p>
<p>In her future work, Li will do more literature review, design questionnaires, conduct interview, and do case study in Japan.</p>
<p>3. Milliya Tsai</p>
<p>Location based Service and Regional Tourism Development.</p>
<p>According to Milliya&#8217;s explaination, LBS identify people&#8217;s geographical position, and people can use it as navigation, request the nearst business or service (e.g. ATM or restaurants.) or find whereabouts of friends, emploees&#8230;etc.</p>
<p>Milliya will focus on whether the LBS will facilitate the touring development of an area, and whether LBS provides useful information and change consumers&#8217; consuming behavior.</p>
<p>Milliya also discussed the difficulties that companies will have to conquer while developing LBS. For example, How to make users provide more information? How to provide right information at right time? How to make interface intuitively? On customers&#8217; side, what is the most concerned will be the privacy problem.</p>
<p>In her future work, she will try to understand consumers satisfaction and consumers behavior by interviewing /taking survey on both Japanese and foreign students.</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
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		<title>Seminar Meeting 2011.10.20</title>
		<link>http://digitalsociety.jp/blog/2011/10/20/seminar-meeting-2011-10-20/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=seminar-meeting-2011-10-20</link>
		<comments>http://digitalsociety.jp/blog/2011/10/20/seminar-meeting-2011-10-20/#comments</comments>
		<pubDate>Thu, 20 Oct 2011 11:54:18 +0000</pubDate>
		<dc:creator>milliyatsai</dc:creator>
				<category><![CDATA[Weekly Summary]]></category>
		<category><![CDATA[ICT]]></category>
		<category><![CDATA[India]]></category>
		<category><![CDATA[Japan]]></category>
		<category><![CDATA[Japan Korea Mobile Contents Industries Mobile Manga]]></category>
		<category><![CDATA[Juyeon Ren Lee]]></category>
		<category><![CDATA[Korea]]></category>
		<category><![CDATA[Manga Stream]]></category>
		<category><![CDATA[Mobile Manga]]></category>

		<guid isPermaLink="false">http://digitalsociety.jp/?p=668</guid>
		<description><![CDATA[This week we have three presenters: Lee, Ren and Hitomi, sharing their ideas about what they interested in. The topics are listed as follow: Lee Chung Sol Analysis on Mobile Spectrum Assignment Policy in Korea As spectrum auction in Korea has been conducted recently by KCC(Korea Communications Commission), Lee is trying to bring up the question: How can we measure the social welfare effect of spectrum auction? Juyeon Ren Lee Japan &#38; Korea Mobile Contents Industries: Mobile Manga Mobile Manga is a mobile content of comic books and comic magazines that are serviced by mobile handsets. Since Ren is high interest in mobile manga, she will do more research on development of mobile manga in Korea and Japan. Read free manga online please refer to: Manga Stream at http://mangastream.com/. Hitomi Onoder Technology-oriented community development in India As political strategy to grow up ICT industry in India, Hitomi is trying to ask, what extent ICT oriented development is giving positive impact for India’s community development? We are looking forward to her research.]]></description>
			<content:encoded><![CDATA[<p>This week we have three presenters: Lee, Ren and Hitomi, sharing their ideas about what they interested in. The topics are listed as follow:</p>
<p> <img src='http://digitalsociety.jp/wp-includes/images/smilies/icon_wink.gif' alt=';)' class='wp-smiley' />  <strong>Lee Chung Sol</strong><br />
Analysis on Mobile Spectrum Assignment Policy in Korea<br />
As spectrum auction in Korea has been conducted recently by KCC(Korea Communications Commission), Lee is trying to bring up the question: How can we measure the social welfare effect of spectrum auction?</p>
<p> <img src='http://digitalsociety.jp/wp-includes/images/smilies/icon_wink.gif' alt=';)' class='wp-smiley' />  <strong>Juyeon Ren Lee</strong><br />
Japan &amp; Korea Mobile Contents Industries: Mobile Manga<br />
Mobile Manga is a mobile content of comic books and comic magazines that are serviced by mobile handsets. Since Ren is high interest in mobile manga, she will do more research on development of mobile manga in Korea and Japan. Read free manga online please refer to:<br />
Manga Stream at http://mangastream.com/.</p>
<p> <img src='http://digitalsociety.jp/wp-includes/images/smilies/icon_wink.gif' alt=';)' class='wp-smiley' />  <strong>Hitomi Onoder</strong><br />
Technology-oriented community development in India<br />
As political strategy to grow up ICT industry in India, Hitomi is trying to ask, what extent ICT oriented development is giving positive impact for India’s community development? We are looking forward to her research.</p>
<div class="divider top"><a href="#">Top</a></div>
]]></content:encoded>
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