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	<title>squaremethodology.com</title>
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	<description>An information source for qualitative researchers</description>
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		<title>Metaphor Analysis with MAXQDA</title>
		<link>http://squaremethodology.com/2011/06/metaphor-analysis-with-maxqda/</link>
		<comments>http://squaremethodology.com/2011/06/metaphor-analysis-with-maxqda/#comments</comments>
		<pubDate>Fri, 10 Jun 2011 13:25:05 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[QDA software]]></category>
		<category><![CDATA[Qualitative methodology]]></category>
		<category><![CDATA[MAXQDA]]></category>
		<category><![CDATA[metaphor analysis]]></category>
		<category><![CDATA[Metaphors]]></category>

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		<description><![CDATA[In this guide, I show how Metaphors can be isolated from a text in MAXQDA for further analysis. (This guide is in German) In dieser Kurzanleitung wird gezeigt, wie Metaphern in MAXqda aus einem Text isoliert werden können. Die zugrundeliegende Methode (ausführlich: Kruse/Biesel/Schmieder 2011) baut auf Rudolf Schmitts (1997; 2003) Vorschlägen zur handwerklich-analytischen Umsetzung des [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">In this guide, I show how Metaphors can be isolated from a text in MAXQDA for further analysis. (This guide is in German)</p>
<p style="text-align: justify;">In dieser Kurzanleitung wird gezeigt, wie Metaphern in MAXqda aus einem Text isoliert werden können. Die zugrundeliegende Methode (ausführlich: Kruse/Biesel/Schmieder 2011) baut auf Rudolf Schmitts (1997; 2003) Vorschlägen zur handwerklich-analytischen Umsetzung des Metaphernkonzepts von Lakoff/Johnson (2003) auf. Eine sehr anschauliche Umsetzung mit MAXqda wurde bereits von Marsch (2007, <a href="http://www.caqd.de/attachments/028_band2007.pdf" target="_blank">Link</a>) vorgestellt, welche allerdings ein zentrales Element &#8211; die Textfragmentierung &#8211; außenvor lässt. <span id="more-761"></span></p>
<p style="text-align: justify;">Es handelt sich bei dieser Anleitung nicht um eine Methode, sondern um die Beschreibung einer möglichen Umsetzung einer Methode – um die Vorstellung einer Funktionalisierung des Programms. Die methodologischen Grundüberlegungen finden Sie in Kruse/Schmieder/Biesel 2011). Ein PDF dieses Guides finden Sie <a title="Guide Metaphern German" href="http://squaremethodology.com/materials/August/Handwerkliche%20Schritte%20der%20Metaphernanalyse%20in%20MAXqda.pdf" target="_blank">hier</a>.</p>
<h3>Schritt 1: Fragmentieren und sammeln</h3>
<p style="text-align: justify;">Im ersten Schritt werden die Metaphern identifiziert und per drag &amp; drop in einen eigens erstellten Sammel-Code („MetaphernSAMMLUNG”) gezogen. Der Text soll in diesem ersten Schritt fragmentiert werden, damit der metaphorische Gehalt der Textteile bei einem zweiten Lesedurchgang besser in den Vordergrund rückt (Schmitt 2003: 19). Dies wird erreicht, indem der Edit-Modus von MAXqda aktiviert und die Textfarbe der markierten Textteile auf „weiß“ umgestellt wird.<br />
<strong>Generell gilt: Erhöhte Vorsicht, wenn der Edit-Modus aktiviert ist! Der Text ist nun „verletzlicher“, da Textteile versehentlich gelöscht und Absätze eingefügt werden können. Nach diesem Schritt sollte der Edit-Modus daher wieder deaktiviert werden.</strong></p>
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" 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<h3 style="text-align: center;"><img class="aligncenter" 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" alt="" width="582" height="187" /></h3>
<h3>Schritt2: Kategorisieren</h3>
<p style="text-align: justify;">Im zweiten Schritt werden die Metaphern einzelnen Metaphernkategorien zugeordnet (ausführliche Identifikationsregeln siehe Kruse/Biesel/Schmieder 2011). Hierzu werden zunächst der bearbeitete Text (oder die bearbeiteten Texte) sowie der Sammel-Code aktiviert. In der Liste der Codings (das Fenster rechts unten) erscheinen nun die Textstellen – sie sind ebenfalls „unsichtbar“, da sie die Textstellen im Dokument repräsentieren. Ein Linksklick auf die Karteikarte neben den Textstellen markiert die Metapher jedoch und macht sie dadurch sichtbar – außerdem springt MAXqda automatisch die entsprechende Textstelle im Dokumenten-Browser an. Hierdurch wird der verfremdende Effekt der Fragmentierung abgefedert, und die Textstellen sind für diesen Arbeitsschritt sowohl isoliert als auch eingebettet sichtbar.<br />
Die Textstellen können einer Unterkategorie zugeordet werden, indem die Karteikarte neben der Textstelle mit der linken Maustaste festgehalten und in die Unterkategorie gezogen wird. Mit einem Rechtsklick auf die Karteikarte kann die zugeordnete Metapher dann aus dem provisorischen Sammelcode gelöscht werden. Falls dies nicht gewünscht ist, kann der Textstelle (ebenfalls durch Rechtsklick auf die Karteikarte) auch ein Gewicht zugewiesen werden, das anzeigt, dass die Stelle bereits einer Unterkategorie zugeordnet wurde. Mit einem Rechtsklick auf die Fläche zwischen den Karteikarten können die Textteile dann nach Gewicht sortiert werden. So kann ebenfalls schnell erkannt werden, welche Metaphern noch der Zuordnung bedürfen.</p>
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" alt="" width="566" height="344" /></p>
<p style="text-align: justify;">Falls die Metaphern nicht aus dem Sammel-Code gelöscht werden sollen, der Sammel-Code aber vorübergehend für die weitere Arbeit nicht relevant ist, kann die Anzeige der mit dem Sammel-Code „codierten“ Textstellen im Dokument-Browser ausgestellt werden:</p>
<p style="text-align: center;"><img class="aligncenter" 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" alt="" width="565" height="344" /></p>
<h3>Schritt 3: Archivieren und defragmentieren</h3>
<p style="text-align: justify;">Im dritten Schritt wird der fragmentierte Text in einem gesonderten Dokument per copy &amp; paste archiviert. Nachdem dies geschehen ist, kann der Edit-Modus wieder aktiviert werden, und dem Text wird die ursprüngliche Farbe zugweisen.<br />
Der Text kann nun je nach Analyseansatz weiter markiert („codiert“) und modifiziert werden. Die eigentliche Analyse der Metaphern kann in Code-Memos festgehalten werden.</p>
<p style="text-align: center;"><img class="aligncenter" 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" alt="" width="566" height="343" /></p>
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<h3>Literatur</h3>
<p style="text-align: justify;"><strong>Kruse, Jan / Biesel, Kai / Schmieder, Christian (2011):</strong> Metaphernanalyse. Ein rekonstruktiver Ansatz. Wiesbaden: VS. (Reihe “Qualitative Sozialforschung”, herausgegeben von Ralf Bohnsack,  Uwe Flick, Christian Lüders &amp; Jo Reichertz).<br />
<strong>Lakoff, George / Johnson, Mark (2003): </strong>Leben in Metaphern. Konstruktion und Gebrauch von Sprachbildern, 3. Aufl. Heidelberg: Auer Systeme.<br />
<strong>Marsch, Sabine (2007): </strong>Metaphern des Lehrens und Lernens - Metaphernanalyse mit MAXQDA. In: Udo Kuckartz (Hg.): CAQD 2007: Computergestützte Analyse Qualitativer Daten. MAXQDA Anwenderkonferenz. Philipps-Universität Marburg 7. bis 9. März 2007, S. 34 – 43. Online verfügbar: http://www.caqd.de/attachments/028_band2007.pdf [Zugriff: 07/2010].<br />
<strong>Schmitt, Rudolf (1997): </strong>Metaphernanalyse als sozialwissenschaftliche Methode. Mit einigen Bemerkungen zur theoretischen "Fundierung" psychosozialen Handelns. In: Psychologie &amp; Gesellschaftskritik, Nr. 1/1997, Frankfurt, S. 57 - 86. Online verfügbar: http://www.hs-zigr.de/~schmitt/aufsatz/kritmeth.htm [Zugriff: Juli 2010].<br />
<strong>Schmitt, Rudolf (2003, Mai):</strong> Methode und Subjektivität in der systematischen Metaphernanalyse [54 Absätze]. In: Forum Qualitative Sozialforschung, Nr 4/2. Online verfügbar: http://www.qualitative-research.net/index.php/fqs/article/view/714/1546 [Zugriff: 07/2010].</p>
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		</item>
		<item>
		<title>Importing Texts from a Spreadsheet in MAXQDA</title>
		<link>http://squaremethodology.com/2011/02/importing-texts-from-a-spreadsheet-in-maxqda/</link>
		<comments>http://squaremethodology.com/2011/02/importing-texts-from-a-spreadsheet-in-maxqda/#comments</comments>
		<pubDate>Tue, 15 Feb 2011 19:57:03 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[QDA software]]></category>
		<category><![CDATA[MAXQDA]]></category>
		<category><![CDATA[Variables]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=708</guid>
		<description><![CDATA[With the newest MAXQDA update it is possible to import texts and variables from an Excel spreadsheet in one step (you will find a more detailed guide on importing variables from a spreadsheet here). The Excel spreadsheet has to contain the rows &#8216;textgroup&#8217; (this will determine the text&#8217;s document group in MAXQDA) and the row [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">With the newest MAXQDA update it is possible to import texts and variables from an Excel spreadsheet in one step (you will find a more detailed guide on importing variables from a spreadsheet <a href="http://squaremethodology.com/2011/02/exporting-and-reimporting-variables-in-maxqda/" target="_blank">here</a>). The Excel spreadsheet has to contain the rows &#8216;textgroup&#8217; (this will determine the text&#8217;s document group in MAXQDA) and the row &#8216;textname&#8217;  (which will determine your text&#8217;s name). The following rows can contain the context of your respective texts &#8211; the column names will be transformed into code names, and the text in each row will automatically be coded accordingly.  Variables will also be imported &#8211; you have to indicate with a dollar sign (&#8216;$&#8217;) that the row contains a variable &#8211; otherwise MAXQDA will import the variable as part of the texts.<span id="more-708"></span></p>
<p style="text-align: justify;">To import your spreadsheet, right click on the documents icon in the document system window -&gt; &#8216;import documents from spreadsheet&#8217;. As you click on this, a window will open with information reminding you of the necessary structure of your spreadsheet outlined above.</p>
<p><a href="http://squaremethodology.com/wp-content/uploads/2011/02/2-15-2011-2-20-53-PM.png"><img class="size-full wp-image-709 alignnone" title="variablesandtextsmax" src="http://squaremethodology.com/wp-content/uploads/2011/02/2-15-2011-2-20-53-PM.png" alt="" width="547" height="506" /></a></p>
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		<title>Exporting and (re)importing variables in MAXQDA</title>
		<link>http://squaremethodology.com/2011/02/exporting-and-reimporting-variables-in-maxqda/</link>
		<comments>http://squaremethodology.com/2011/02/exporting-and-reimporting-variables-in-maxqda/#comments</comments>
		<pubDate>Sun, 13 Feb 2011 20:27:19 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[QDA software]]></category>
		<category><![CDATA[MAXQDA]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=677</guid>
		<description><![CDATA[This guide demonstrates how variables can be exported and imported as Excel spreadsheets (*.xls-files) in MAXQDA 10 (make sure you are using a recently updated version:  &#8220;?&#8221;-menu -&#62; &#8220;search for updates&#8221;). Exporting variables Let&#8217;s start off with exporting our variables from MAXQDA. Open up the the variables window first. Note that MAXQDA will only export [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">This guide demonstrates how variables can be exported and imported as Excel spreadsheets (*.xls-files) in MAXQDA 10 (make sure you are using a recently updated version:  &#8220;?&#8221;-menu -&gt; &#8220;search for updates&#8221;).</p>
<p style="text-align: justify;"><span id="more-677"></span></p>
<h3 style="text-align: justify;">Exporting variables</h3>
<p style="text-align: justify;">Let&#8217;s start off with exporting our variables from MAXQDA. Open up the the variables window first.</p>
<p style="text-align: justify;"><img class="aligncenter size-full wp-image-686" title="var1" src="http://squaremethodology.com/wp-content/uploads/2011/02/var11.png" alt="" width="460" height="344" /><br />
<strong>Note that MAXQDA will only export the variables you chose to be displayed</strong> (you can change this in the list of variables; to get there, click on the icon on the far right from the export button or push ctrl-o). Upon export, MAXQDA will create a new spreadsheet and Excel will open. Your variables will look like this in Excel:</p>
<p style="text-align: justify;"><a href="http://squaremethodology.com/wp-content/uploads/2011/02/var2.png"><img class="aligncenter size-full wp-image-679" title="var2" src="http://squaremethodology.com/wp-content/uploads/2011/02/var2.png" alt="" width="508" height="327" /></a></p>
<p style="text-align: justify;">The document name row and the document group row (marked with red arrows) contain crucial information for MAXQDA when we  import variables later: Your spreadsheet file has to contain these two variable rows &#8211; and the document names and document group names/affiliations have to exactly correspond to the information in MAXQDA &#8211; otherwise the program will not know where to assign the values.</p>
<h3 style="text-align: justify;">Why edit variables in Excel?</h3>
<p style="text-align: justify;">Creating and editing your variables in Excel can save you a lot of  time: if you have many documents written by the same  author, you can use the <a href="http://office.microsoft.com/en-us/excel-help/fill-data-automatically-in-worksheet-cells-HP001216366.aspx#BMaboutfillhandle" target="_blank">fill handle</a> tool in Excel to fill the colums, instead of assigning every entry  manually in MAXQDA. Also, it is easy to find and replace values in Excel  -  you can&#8217;t do that in MAXQDA. If you do not want to  re-assign every value &#8216;manually&#8217;, you can export the variable matrix, rename the variables in Excel,  and re-import the matrix &#8211; this can save you a lot of hassle.</p>
<h3 style="text-align: justify;"><a href="http://squaremethodology.com/wp-content/uploads/2011/02/var3.png"><img class="aligncenter size-full wp-image-680" title="var3" src="http://squaremethodology.com/wp-content/uploads/2011/02/var3.png" alt="" width="368" height="262" /></a>Adding variables in Excel</h3>
<p>To add a new variable, add a new row in Excel &#8211; in the screen shot I&#8217;ve added &#8220;Authors/Interviewers&#8221; as an example.</p>
<p style="text-align: justify;"><a href="http://squaremethodology.com/wp-content/uploads/2011/02/var4.png"><img class="aligncenter size-full wp-image-681" title="var4" src="http://squaremethodology.com/wp-content/uploads/2011/02/var4.png" alt="" width="548" height="230" /></a></p>
<h3 style="text-align: justify;">&#8230;and back to MAXQDA: importing variables from a spreadsheet</h3>
<p style="text-align: justify;">In order to import the variables, you will need to save your table as an *.xls file. Close the file before you go back to MAXQDA &#8211; if the Excel sheet is still used by another program, you won&#8217;t be able to import it.  Now open your MAXQDA project. Here, you choose the &#8220;Variables&#8221; menu on top and select &#8220;Import&#8221;</p>
<p><a href="http://squaremethodology.com/wp-content/uploads/2011/02/var5.png"><img class="aligncenter size-full wp-image-682" title="var5" src="http://squaremethodology.com/wp-content/uploads/2011/02/var5.png" alt="" width="427" height="202" /></a></p>
<p style="text-align: justify;">Now the window below will show up. Here, you can choose which of the variables found in the document you want to import. In our example I have unchecked &#8220;Publication Date&#8221; because this variable is already in my variable matrix in MAXQDA.  In the &#8220;Target&#8221; row the program indicates a) which variable type is created if the variable is new or b) which variable will be updated. For example, if I had changed some publication dates in Excel and chosen to import the variable &#8220;Publication Date&#8221;, the program would overwrite the values in this category. The &#8220;target&#8221; row indicates, in this case, that the values for the variable &#8220;Publication Date&#8221; will be replaced upon import.</p>
<p style="text-align: justify;">With a double click on the variable type (in our example &lt;String&gt; for the Authors/Interviewers variable) you can also change the variable type (string, integer, floating point, date&amp;time, or boolean)</p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2011/02/var5.png"></a><a href="http://squaremethodology.com/wp-content/uploads/2011/02/var6.png"><img class="aligncenter size-full wp-image-683" title="var6" src="http://squaremethodology.com/wp-content/uploads/2011/02/var6.png" alt="" width="520" height="279" /></a></p>
<p>Click on &#8220;Import&#8221;, and your variables will be imported.</p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2011/02/var7.png"><img class="aligncenter size-full wp-image-684" title="var7" src="http://squaremethodology.com/wp-content/uploads/2011/02/var7.png" alt="" width="573" height="237" /></a></p>
<h3>Is this post helpful? Leave a comment!</h3>
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		<title>Creating &amp; editing Screenshots on a PC</title>
		<link>http://squaremethodology.com/2011/01/screenshots/</link>
		<comments>http://squaremethodology.com/2011/01/screenshots/#comments</comments>
		<pubDate>Sun, 30 Jan 2011 00:34:05 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[Freeware]]></category>
		<category><![CDATA[Other Software]]></category>
		<category><![CDATA[Screenshots]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=601</guid>
		<description><![CDATA[Screenshots (and video captures) can be very easily done with the free program &#8220;Jing&#8221; (download here). Jing lets you take screenshots of adjustable sizes with a few clicks, and you can do some basic editing directly in the program (add arrows &#38; texts, etc.). There are great tutorials on how to start working with Jing [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Screenshots (and video captures) can be very easily done with the free program &#8220;<strong>Jing</strong>&#8221; (download <a href="http://www.techsmith.com/jing/" target="_blank">here</a>). Jing lets you take screenshots of adjustable sizes with a few clicks, and you can do some basic editing directly in the program (add arrows &amp; texts, etc.). There are great tutorials on how to start working with Jing <a href="http://www.techsmith.com/learn/jing/" target="_blank">here</a>.<br />
If you want to do more elaborate editing of your screenshots (and you don’t have photo editing software), you should look into “<strong>Snagit</strong>”, which I use for my tutorials. It’s made by the same company as Jing, but costs around 40 dollars. You can download a 30-day demo <a href="http://www.techsmith.com/snagit/" target="_blank">here</a>.</p>
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		<title>Initial thoughts on interviews via Skype</title>
		<link>http://squaremethodology.com/2011/01/initial-thoughts-on-interviews-via-skype/</link>
		<comments>http://squaremethodology.com/2011/01/initial-thoughts-on-interviews-via-skype/#comments</comments>
		<pubDate>Fri, 28 Jan 2011 12:27:17 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[Data generation]]></category>
		<category><![CDATA[Interviewing]]></category>
		<category><![CDATA[phone interview]]></category>
		<category><![CDATA[Skype]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=603</guid>
		<description><![CDATA[If you are familiar with using Skype, you can use a recorder to directly record your conversations with other Skype users (you&#8217;ll find my guide on how to record Skype conversations here). Skype also lets you call phones around the world pretty cheaply if you buy their credit. In this post I have assembled a [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><span style="font-weight: normal; font-size: 13px;">If you are familiar with using Skype, you can use a recorder to directly record your conversations with other Skype users (you&#8217;ll find my guide on how to record Skype conversations <a href="http://squaremethodology.com/2011/01/recording-phone-conversations-with-skype/">here</a>). Skype also lets you call phones around the world pretty cheaply if you buy their credit. In this post I have assembled a couple of initial methodological thoughts on recording Skype interviews.<span id="more-603"></span><br />
</span></p>
<p style="text-align: justify;">The phone interview (and this applies as well for Skype conversations without video connection) features all the advantages and disadvantages of a conversation lacking face-to-face contact. Shuy (2002:540) suggests that in such a setting, interviewer effects might be reduced and that in result the interviews might reach a higher level of standardization and uniformity. Furthermore, higher anonymity might be provided, and interviews might be conducted more cost-efficient and faster because the researcher does not have to meet up with the interviewees (cf. Shuy 2002:540). Depending on the topic and the interviewees, a phone interview can also be safer for the researcher himself/herself (Shuy 2002:540). On the other hand, Shuy (2002: 542) notes that the asymmetrical distribution of power in interviews might be harder to tone down in interviews without face-to-face contact.</p>
<h3 style="text-align: justify;">Not everybody feels comfortable with talking on Skype</h3>
<p style="text-align: justify;">Although high anonymity and disembodiment are provided when interviews are conducted via phone or VoIP (Voice over IP, “internet phoning”), the researcher has to determine whether he/she as well as the participants feel comfortable using this form of communication (cf. Kazmer &amp; Xie 2008: 273). In order to not create an uncomfortable interview situation, you should set up Skype conversations only with people who are comfortable with using Skype or similar programs &#8211; talking to a PC screen can feel very strange if you’re not used to it. Kazmer &amp; Xie (2008: 274) note  that “[i]n all media, participants’ or the interviewer’s discomfort with the medium can be mistaken for discomfort with the interview topics, or vice versa: discomfort with the topic can be ascribed to discomfort with the medium”.</p>
<h3 style="text-align: justify;">Quality of Data</h3>
<p style="text-align: justify;">It can be also problematic to conduct phone or Skype interviews if a personal topic should be discussed (Shuy 2002: 544). Shuy (2002:542 p.) also suggests that face-to-face interviews might yield to better data concerning the effectiveness with complex topical issues and the thoughtfulness of the interviewee’s responses – but this probably also depends on the interviewees and the communicative behavior they are used to.</p>
<h3 style="text-align: justify;">Confidentiality &amp; Distractions</h3>
<p style="text-align: justify;">Another problem consists in the less controlled environment on the interviewee’s side: The researcher does not know who else might be present in the room with the interviewee, and the interviewee might be easily distracted by his/her environment (this might pose a problem for research confidentiality). In the case of interviews via Skype, the fact that interviewees are sitting right in front of an online computer might even increase the problem of possible distraction (browsing, working, checking mail…).</p>
<h3 style="text-align: justify;">Technical Issues &amp; Considerations</h3>
<p style="text-align: justify;">There is also a range of possible technical issues. The call quality when using Skype can dramatically diverge, depending on your internet and computer speed. If you call another Skype user, his/her internet quality and computer speed will also influence the call quality. If the connection is bad, you and your interviewees might sound very choppy, break up, sound somewhat “distant” or distorted, and there might be a delay or echo when speaking (especially if you or your interviewees use speakers instead of earphones). These technical issues can make interviewees feel less comfortable with the overall interview situation or leave them somewhat confused &#8211; especially if your interviewees are not familiar with VoIP technology and its deficiencies. If you suspect sound issues you should explain prior to the interview that you are calling from a computer, and that your voice might sound choppy sometimes, or that the conversation might break up – but that you’ll call again right away. Before you start to conduct interviews via Skype you should therefore not only make sure that you and your interviewees feel comfortable with the mode of communication – but also check if you and the interviewees are familiar with the technology (and problems) connected to it.</p>
<h3>Is this post helpful? Leave a comment!</h3>
<h3 style="text-align: justify;">Literature</h3>
<p style="text-align: justify;">Kazmer, M. &amp; Xie, B. (2008): Qualitative interviewing in internet studies: Playing with the media, playing with the method. Information, Communication, &amp; Society, 11, pp. 257-278.</p>
<p style="text-align: justify;">Shuy, R.W. (2002): In-person versus Telephone Interviewing. In: Gubrium / Holstein (Eds.): Handbook of interview research: Context &amp; Method. SAGE: Thousand Oaks, pp. 537-557.</p>
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		<title>Recording phone conversations with Skype</title>
		<link>http://squaremethodology.com/2011/01/recording-phone-conversations-with-skype/</link>
		<comments>http://squaremethodology.com/2011/01/recording-phone-conversations-with-skype/#comments</comments>
		<pubDate>Fri, 28 Jan 2011 03:07:07 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[Data generation]]></category>
		<category><![CDATA[Freeware]]></category>
		<category><![CDATA[Interviewing]]></category>
		<category><![CDATA[phone interview]]></category>
		<category><![CDATA[Skype]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=580</guid>
		<description><![CDATA[Phone calls can be easily recorded if you conduct your phone interviews via Skype. There is a series of add-ons and programs which allow you to record phone conversations as well as conversations with other Skype users. You’ll find a commented list of Skype recorders here. This guide will introduce you to the free “Mp3 [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><span style="font-weight: normal; font-size: 13px;">Phone calls can be easily recorded if you conduct your phone interviews via Skype. There is a series of add-ons and programs which allow you to record phone conversations as well as conversations with other Skype users. You’ll find a commented list of Skype recorders <a title="aboutonlinetips.com" href="http://www.aboutonlinetips.com/free-skype-call-recorders-3308/" target="_blank">here</a>.<br />
</span><span style="font-weight: normal; font-size: 13px;">This guide will introduce you to the free “Mp3 Skype Recorder”, which – as the name suggests – saves your conversations as mp3 files. If you want to try out different programs: The guys from audiotranskription.de have created two excellent German video tutorials on using two other recorders, &#8220;wiretap&#8221; &amp; &#8220;callgraph&#8221;. The tutorials are</span><span style="font-size: 13px;"> <span style="font-weight: normal;"> available <a href="http://www.audiotranskription.de/how-to.../telefoninterviews-aufnehmen/telefoninterviews-mit-pc-aufnehmen.html">here</a>.</span></span></p>
<p style="text-align: justify;"><span style="font-size: 13px;"><span style="font-weight: normal;"><span id="more-580"></span><br />
</span></span></p>
<h3 style="text-align: justify;">What you need</h3>
<ul style="text-align: justify;">
<li><span style="font-weight: normal; font-size: 13px;"><a href="http://www.skype.com" target="_blank">Skype</a>. Skype is free, and it is free to call other Skype users. If you want to call phones from your computer, you need to buy calling credit from Skype.<br />
</span></li>
<li>A microphone &amp; headphones (or a headset). I do not recommend using speakers, because they sometimes create annoying feedback. (If you interview other Skype users, you should make sure your interview partners have a microphone &amp; headphones as well&#8230;)</li>
<li>“Mp3 Skype Recorder” (free), download <a href="http://voipcallrecording.com/MP3_Skype_Recorder" target="_blank">here</a>.</li>
</ul>
<h3 style="text-align: justify;">Installing and setting up the recorder</h3>
<p style="text-align: justify;">Download the recorder and install it on your computer. Start the recorder, and then start Skype. During the very first startup, Skype will ask you whether you want to allow the recorder to connect with Skype – click on “yes” at this point. Depending on your firewall settings, a warning might pop up, informing you that the recorder is trying to access Skype. You will have to allow this; otherwise, the recorder will not be able to record your calls.</p>
<p style="text-align: justify;"><a href="http://squaremethodology.com/wp-content/uploads/2011/01/skype1.png"><img class="aligncenter size-full wp-image-587" title="skype1" src="http://squaremethodology.com/wp-content/uploads/2011/01/skype1.png" alt="" width="541" height="387" /></a></p>
<p style="text-align: justify;"><a href="http://squaremethodology.com/wp-content/uploads/2011/01/skype2.png"><img class="aligncenter size-full wp-image-588" title="skype2" src="http://squaremethodology.com/wp-content/uploads/2011/01/skype2.png" alt="" width="563" height="481" /></a></p>
<p style="text-align: justify;">If you want to change the recorder’s access to Skype at a later point: You can manage the access of external programs in Skype under Tools -&gt; Options -&gt; “Advanced” tab -&gt; “manage other program’s access to Skype”.</p>
<h3 style="text-align: justify;">Recorder options</h3>
<p style="text-align: justify;">To record a Skype phone call or a conversation with another Skype user, Skype as well as the recorder have to run.</p>
<p style="text-align: justify;">The recorder functions are pretty straightforward: You can change the bitrate of the recording, and you can choose whether you want to record mono, stereo (caller on one channel, called person on the other) or joint stereo. Furthermore you can specify if the program should start on Windows startup, and you can change the folder in which the program stores your conversations. The conversations will be saved as mp3-files.</p>
<h3>How to record</h3>
<p style="text-align: justify;">The recorder can be set up to start a recording as soon as your conversation partner picks up (<strong>I strongly discourage this, because it might lead to accidental recordings without the interviewee’s prior consent; refer to the <a title="Belmont Report" href="http://ohsr.od.nih.gov/guidelines/belmont.html" target="_blank">Belmont Report</a> for ethical guidelines</strong>). If the recording button has no square around (click on the recording button prior to the Skype conversation), the recording will automatically start as soon as the next Skype conversation starts (note that the recorder is not recording prior to the call).</p>
<p style="text-align: justify;"><a href="http://squaremethodology.com/wp-content/uploads/2011/01/skype4off.png"><img class="aligncenter size-full wp-image-590" title="skype4off" src="http://squaremethodology.com/wp-content/uploads/2011/01/skype4off.png" alt="" width="559" height="228" /></a></p>
<p style="text-align: justify;">If the recording button doesn’t have a square surrounding it, the recording will NOT start on start of the conversation – you can start it manually whenever you want to during the conversation. If the player is set up like this and not recording, you will see a red bar on the bottom of the recorder with the message “recording off”.</p>
<p style="text-align: justify;"><a href="http://squaremethodology.com/wp-content/uploads/2011/01/skype4on.png"><img class="aligncenter size-full wp-image-586" title="skype4b" src="http://squaremethodology.com/wp-content/uploads/2011/01/skype4on.png" alt="" width="559" height="228" /></a></p>
<p style="text-align: justify;">Every time a recording is started, this window will pop up for a short time, indicating that you are actually recording:</p>
<p style="text-align: justify;"><a href="http://squaremethodology.com/wp-content/uploads/2011/01/skype3.png"><img class="aligncenter size-full wp-image-589" title="skype3" src="http://squaremethodology.com/wp-content/uploads/2011/01/skype3.png" alt="" width="576" height="498" /></a></p>
<p style="text-align: justify;">The recordings will stop either when you push the stop button or when you hang up your call. The file will then be automatically saved – another pop-up window will inform you of that. The file will be saved in the location that is shown on the player.</p>
<p style="text-align: justify;"><strong>Before calling your interview partners, you should do some test calls in order to get acquainted with the controls, and to make sure the quality is alright.</strong></p>
<h2>Is this guide helpful? Please leave a comment!</h2>
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		<title>Handling exported data in a word processor, Part 2</title>
		<link>http://squaremethodology.com/2010/09/539/</link>
		<comments>http://squaremethodology.com/2010/09/539/#comments</comments>
		<pubDate>Mon, 20 Sep 2010 18:48:27 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[Freeware]]></category>
		<category><![CDATA[QDA software]]></category>
		<category><![CDATA[Qualitative methodology]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=539</guid>
		<description><![CDATA[QDA software such as MAXqda and OpenCode enables you to export your text as a table (click here for MAXqda and OpenCode guides). In this guide, I will show how you can use these tables in Microsoft Word in order to create worksheets for working on paper and/or in Word. Step 1: Basic formatting After [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">QDA software such as MAXqda and OpenCode enables you to export your text as a table (<a href="http://squaremethodology.com/2010/09/handling-exported-data-in-a-word-processor/" target="_blank">click here for MAXqda and OpenCode guides</a>). In this guide, I will show how you can use these tables in Microsoft Word in order to create worksheets for working on paper and/or in Word.<span id="more-539"></span></p>
<h3><strong>Step 1: Basic formatting</strong></h3>
<p style="text-align: justify;">After  importing the data, you should do some basic formatting: Change the page  orientation to &#8216;Landscape&#8217; (Page Layout tab -&gt; Orientation -&gt;  Landscape). Then you should insert a header identifying the interview  (Insert tab -&gt; Header) and pagination (Insert tab -&gt; Page number).</p>
<p style="text-align: justify;">If you  or members of your team like scribbling &#8216;between the lines&#8217;, you should  also increase the space in-between the table lines; between 0.4&#8221; and  0.6&#8221; should do the job (Right-click on the four-arrowed square on the  upper left of the table -&gt; Table Properties -&gt; Row tab).</p>
<h3>Step 2: Cleaning up the table</h3>
<p style="text-align: justify;">Left-click  on the four-arrowed square on the upper left of the table to select the  whole table and follow the instructions in the screen shot below to  make the table borders visible. <span style="text-decoration: underline;"><em>You do not have to do this if you  are using data from MAXqda, since the export function already delivers a  table with borders. Also, you will not have to delete any content if  you exported from MAXqda, since the table only comes with two columns  (line numbers and text).<br />
</em></span></p>
<h4 style="text-align: center;">Making table borders visible</h4>
<p style="text-align: center;"><a href="../wp-content/uploads/2010/09/Export3.png"><img class="aligncenter size-full wp-image-494" title="Export3" src="http://squaremethodology.com/wp-content/uploads/2010/09/Export3.png" alt="" width="637" height="353" /><br />
</a></p>
<h3>Step 3: Modifying the table</h3>
<p>You can add more columns or rows, or merge cells in the &#8216;Layout&#8217; tab underneath the &#8216;Table Tools&#8217; tab. If you use data from MAXqda, make sure to reduce the width of the column containing your text before adding any new columns to the left.</p>
<p style="text-align: center;"><a href="../wp-content/uploads/2010/09/Export7.png"><br />
</a><a href="http://squaremethodology.com/wp-content/uploads/2010/09/Export7.png"><img class="aligncenter size-full wp-image-512" title="Export7" src="http://squaremethodology.com/wp-content/uploads/2010/09/Export7.png" alt="" width="686" height="115" /></a></p>
<h3>Step 4: Inserting the header row</h3>
<p>Now you should add a header row to the table. This row will always show up at the beginning of every page.</p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2010/09/Export4.png"><img class="aligncenter size-full wp-image-497" title="Export4" src="http://squaremethodology.com/wp-content/uploads/2010/09/Export4.png" alt="" width="630" height="348" /></a></p>
<h3 style="text-align: justify;">Step 5: Locking the cell width</h3>
<p style="text-align: justify;">After  you have done that, you should adjust the width of the columns  containing your line numbers and your text,  so can eliminate ugly line  breaks within a table cell. You can adjust  the cell width by moving  your mouse over one of the vertical lines  separating cells and holding  down the left mouse button while moving the  mouse left and right. Since  word will keep automatically adjusting the cell width if you type  something into a cell, you should deactivate this feature:</p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2010/09/Export5.png"><img class="aligncenter size-full wp-image-502" title="Export5" src="http://squaremethodology.com/wp-content/uploads/2010/09/Export5.png" alt="" width="630" height="348" /></a></p>
<h3>Step 6: Deactivate language tools</h3>
<p>Depending  on your kind of data, you also might want to deactivate the the  language and grammar check (In case you are bothered by red and green  lines under your text):</p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2010/09/export6.png"><img class="aligncenter size-full wp-image-507" title="export6" src="http://squaremethodology.com/wp-content/uploads/2010/09/export6.png" alt="" width="390" height="511" /></a></p>
<h2>Printing or keep working in Word? Or both?</h2>
<p style="text-align: justify;">Now  your table is ready to print: you now have a document with exact line  numeration: You have plenty of space to scribble, and you have  additional rows fitting to your needs during analysis. You can also keep  working with your data in Word, using formatting and review tools. And  of course, you can combine both: The document you created can serve as  your protocol document if you work in a group. You can attach the  results of your discussions right next to the text, distinguish between  who said what, and on what you agreed (or didn&#8217;t agree).  This might  look something like this:</p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2010/09/Export8.png"><img class="aligncenter size-full wp-image-514" title="Export8" src="http://squaremethodology.com/wp-content/uploads/2010/09/Export8.png" alt="" width="708" height="428" /></a></p>
<p style="text-align: justify;">This  table can help you condense the results of your analysis session. In a  second step, you could condense these results again, writing them up  into a memo attached to the text or a certain passage within your QDA  software.</p>
<h3>Is this guide helpful? Leave a comment!</h3>
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		<title>Handling exported data in a word processor, Part 1</title>
		<link>http://squaremethodology.com/2010/09/handling-exported-data-in-a-word-processor/</link>
		<comments>http://squaremethodology.com/2010/09/handling-exported-data-in-a-word-processor/#comments</comments>
		<pubDate>Sun, 19 Sep 2010 21:11:18 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[Freeware]]></category>
		<category><![CDATA[QDA software]]></category>
		<category><![CDATA[Qualitative methodology]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=480</guid>
		<description><![CDATA[In this guide I will demonstrate how you can create a convenient analysis worksheet from QDA software output &#8211; in this case from MAXqda 2010 and from OpenCode 3.4. The worksheet enables you to analyze your text on paper, and to organize results from an analysis group meeting clearly and conveniently.  Although this guide is [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">In this guide I will demonstrate how you can create a convenient analysis worksheet from QDA software output &#8211; in this case from <strong>MAXqda 2010</strong> and from <strong>OpenCode 3.4</strong>. The worksheet enables you to analyze your text on paper, and to organize results from an analysis group meeting clearly and conveniently.  Although this guide is tailored to MAXqda/OpenCode and Microsoft Word 2010, the same strategy can be applied to many QDA software and word processing bundles.</p>
<p style="text-align: justify;">This is the first part of the guide, which deals with preparing your data for export. The second part guides you through formatting the worksheet &#8211; you can find it <a href="http://squaremethodology.com/2010/09/539/" target="_blank">here</a>.<span id="more-480"></span></p>
<h3 style="text-align: justify;">Preparing and exporting your data from MAXqda</h3>
<p style="text-align: justify;">Depending on your preferences, you can structure your data either by paragraph breaks or by line breaks.  <em>By default, MAXqda seperates data by paragraphs. If this works for you, you can skip the first two steps described in the screen shot below. </em></p>
<p style="text-align: justify;">If you want the text to be indexed more finely (often helpful for &#8216;line-by-line&#8221; analysis), you should&#8230;</p>
<ul>
<li>&#8230;assign line numbers right after you imported the text.</li>
<li>&#8230;assign the correct line length. You might want to play around with what length works best for you.</li>
</ul>
<p style="text-align: justify;"><strong>You can not undo breaking up the text into lines after you have switched off the edit mode (and the undo button in the edit mode only fixes one line at the time).<br />
</strong></p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2010/09/2010-09-20_1221.png"></a><a href="http://squaremethodology.com/wp-content/uploads/2010/09/2010-09-20_1221-e1285011211172.png"><img class="aligncenter size-large wp-image-533" title="MAXqda_linewrap" src="http://squaremethodology.com/wp-content/uploads/2010/09/2010-09-20_1221-e1285011211172-1024x569.png" alt="" width="717" height="398" /></a></p>
<p style="text-align: justify;">
<p style="text-align: justify;"><strong>If you chose to break up your text into shorter lines, your text will look like this:</strong></p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2010/09/2010-09-20_1233.png"><img class="aligncenter size-full wp-image-535" title="2010-09-20_1233" src="http://squaremethodology.com/wp-content/uploads/2010/09/2010-09-20_1233.png" alt="" width="686" height="407" /></a></p>
<p style="text-align: justify;"><strong>Optional: Save the .rtf file as a .doc or .docx file in Word. </strong><strong>After you have exported the text as a table in a .rtf file, you are ready for formatting  your data in your word processor &#8211; </strong><strong> <a href="http://squaremethodology.com/2010/09/539/">learn more in part two of this guide</a>. </strong></p>
<p style="text-align: justify;"><strong><br />
</strong></p>
<h3 style="text-align: justify;">Extracting and inserting your data from OpenCode</h3>
<p style="text-align: justify;">OpenCode does not support fine-grained coding, but depending on your  approach, you might not need it: You could, for example, roughly &#8216;code&#8217;  your text, for example by topics, have the software retrieve parts of  your text you need for certain steps in your analysis &#8211; but then do the  analysis itself on paper or in a word processor (or both). You can then  bring the results of your analysis back into the software, for example  in the form of memos attached to &#8216;codes&#8217; or parts of your text. This  last step might seem like a waste of time, but it can be in fact a great  opportunity to reflect upon your analysis results and to condense them  before you reattach them to your project file.</p>
<p style="text-align: justify;">So let&#8217;s say you would like to host an analysis session with your student workers or your research partners &#8211; how would you prepare your data? First of all, the data has to be exported. Although OpenCode has some nice printing features (<a href="http://squaremethodology.com/2010/09/freeware-intro-opencode/" target="_blank">see this blogpost</a>), we will copy and paste the text this time. In the screen shot below I copied the text from the document. You can also copy the text OpenCode retrieves you as search results like described below.  <em>The neat thing about copying the table is the consistency of your numeration: Since the text is cast into a table, you can&#8217;t change your line numeration accidentally by pushing &#8220;Enter&#8221;, by deleting text or by reformatting. Your exported lines will always correspond with the lines in OpenCode. </em></p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2010/09/Export1.png"><img class="aligncenter size-full wp-image-483" title="Export1" src="http://squaremethodology.com/wp-content/uploads/2010/09/Export1.png" alt="" width="602" height="402" /></a></p>
<p style="text-align: left;">Now create a new blank document in your word processor.</p>
<p style="text-align: center;"><a href="http://squaremethodology.com/wp-content/uploads/2010/09/export2.png"><img class="size-full wp-image-487  aligncenter" title="export2" src="http://squaremethodology.com/wp-content/uploads/2010/09/export2.png" alt="" width="627" height="330" /></a></p>
<p><strong>You are now ready for formatting your data in your word processor &#8211; <a href="http://squaremethodology.com/2010/09/539/">learn more in part two of this guide</a>. </strong></p>
<p style="text-align: left;">
<h3 style="text-align: left;">Is this guide helpful? Leave a comment!</h3>
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		<title>Working on screen, working on paper</title>
		<link>http://squaremethodology.com/2010/09/workingonpaper/</link>
		<comments>http://squaremethodology.com/2010/09/workingonpaper/#comments</comments>
		<pubDate>Sun, 19 Sep 2010 19:34:06 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[QDA software]]></category>
		<category><![CDATA[Qualitative methodology]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=473</guid>
		<description><![CDATA[&#8220;I think one DOES think with one&#8217;s hands. I think that&#8217;s why a keyboard is not a good place for me to think. Some people think very well on the keyboard; and I need this kind of a fidgeting of charcoal, scissors, or the tearing of something in my hand. As if there&#8217;s a different [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">
<blockquote>
<div id="_mcePaste" style="text-align: justify;">&#8220;I think one DOES think with one&#8217;s hands. I think that&#8217;s why a keyboard is not a good place for me to think. Some people think very well on the keyboard; and I need this kind of a fidgeting of charcoal, scissors, or the tearing of something in my hand. As if there&#8217;s a different kind of brain that is controlling how THAT works. There&#8217;s an uncertainty of what you&#8217;re doing, an imprecision; so that what you do when you look at it is not KNOW something which you&#8217;re carrying out; but rather rely on recognizing something as it appears.&#8221;</div>
<div style="text-align: justify;"><strong>William Kentridge</strong> in the PBS documentary &#8220;Anything is posssible&#8221; (2010, PBS art 21 series. Director: Charles Atlas).</div>
<div style="text-align: justify;"></div>
</blockquote>
<p style="text-align: justify;">Not all steps of analysis can be easily (or conveniently) undertaken in QDA software &#8211; depending of course on the program and methodological approach, but also on your personal preference of working with text. Many researchers feel awkward, or at least &#8216;different&#8217; when they analyze data on screen, instead of working with a pencil and paper &#8211; I find this especially true for people who work very closely to their texts, doing for example very fine-grained, multi-layered analyses of spoken conversation.<span id="more-473"></span></p>
<p style="text-align: justify;">What to do if you do not want to do all of the analysis on the computer (or within your QDA software)? In order to not lose the organizational benefits that come with QDA software, it is important to use the data you imported into your QDA software.<em> Use QDA software as your data&#8217;s home base</em>. If you need your data in a different program (like a word processor): Pull it only from the project file created by the software. This saves you a lot of trouble, first and foremost the hassle of synchronizing line numerations or document changes (like getting rid of typos, additional anonymization&#8230;).</p>
<p style="text-align: justify;">Using QDA software does not imply that <em>everything </em>has to be done with the software. <em>Flexible and reflected use of software includes to flexibly <strong>not </strong>use it as well</em>. QDA software is not a trap, as long as we do not trap ourselves. And while many features of QDA software can be really convenient and helpful, not all work flows that work for researchers can be replicated with just sticking to a certain program &#8211; or with sticking to the computer screen.  This is why format and looks of data output can be just as crucial for your work as the features for data input. You should make sure to test software concerning export options beforehand &#8211; especially if you are used to working with paper and pencil , or if you think you might not feel comfortable working many hours on the computer.</p>
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		<title>Running shoes don’t run, analysis software doesn’t analyze</title>
		<link>http://squaremethodology.com/2010/09/running-shoes-don%e2%80%99t-run-analysis-software-doesn%e2%80%99t-analyze/</link>
		<comments>http://squaremethodology.com/2010/09/running-shoes-don%e2%80%99t-run-analysis-software-doesn%e2%80%99t-analyze/#comments</comments>
		<pubDate>Fri, 17 Sep 2010 01:05:45 +0000</pubDate>
		<dc:creator>Christian Schmieder</dc:creator>
				<category><![CDATA[QDA software]]></category>

		<guid isPermaLink="false">http://squaremethodology.com/?p=402</guid>
		<description><![CDATA[The central analytic task in qualitative research – understanding the meaning of text – cannot be computerized […] (Kelle 1995: 3) Whether because colleagues say so, whether it is implied by the software companies or whether it’s just a firm belief in today’s technology: Many people have high, yet very vague expectations when first approaching [...]]]></description>
			<content:encoded><![CDATA[<blockquote><p>The central analytic task in qualitative research – understanding the meaning of text – cannot be computerized […] (Kelle 1995: 3)</p></blockquote>
<p style="text-align: justify;">Whether because colleagues say so, whether it is implied by the software companies or whether it’s just a firm belief in today’s technology: Many people have high, yet very vague expectations when first approaching QDA software.</p>
<p style="text-align: justify;">The biggest misconception concerning QDA software: That it does some kind of analysis (and who wouldn’t expect a program to actually DO something after having spent 700 dollars for it?). The sociologist Udo Kelle made it clear over 15 years ago in the first anthology dedicated to QDA software, and it’s still true: <strong>Qualitative data analysis software can’t do analysis for you</strong>. It does as much analysis as your running shoes run. It can surely aid the crafts aspect of analysis, but in the end of the day, QDA software is nothing but a brainless clerk.<span id="more-402"></span></p>
<h3 style="text-align: justify;"><span style="color: #000000;"><strong>But what <em>can </em>software actually do?</strong></span></h3>
<p style="text-align: justify;">Your good old bread-and-butter QDA software can support you with the mechanical, organizational tasks that come with qualitative analysis. No matter how fancy or method-infused these features sound in a program – the main functions can be broken down to serving four organizational tasks: managing, marking, retrieving, exporting data.</p>
<p style="text-align: justify;"><span style="color: #000000;"><span style="text-decoration: underline;"><em>Manage</em></span><br />
</span> Different kinds of data can be imported: most commonly text, but depending on the  software also pictures, videos, even pdf files or charts. Data can be organized in  folders, and additional information (eg. statistical metadata or case  descriptions) can be attached. The data is commonly saved in (or, in the case of  videos and other bigger files, often linked to) one project file. This way, all  your data is in one place, and this makes it easier to keep under control. QDA software can become the home base of your data.</p>
<p style="text-align: justify;"><span style="text-decoration: underline;"><em><span style="color: #000000;">Mark</span></em></span><br />
You can highlight, tag and group together parts of your data: for example all  passages in an interview in which your interviewees talked about topic A. Depending on the software, this is called &#8220;coding&#8221;, &#8220;noding&#8221; or &#8220;categorizing&#8221; &#8211; no matter what the name, you basically use the software to highlight and sort data. Marked passages can be organized: mostly hierarchically, but also in networks.   Most commercial programs give you opportunities to do it either way, mainly the handling differs from program to program.*</p>
<p style="text-align: justify;"><span style="text-decoration: underline;"><em><span style="color: #000000;">Retrieve</span></em></span><br />
By using CAQDAS, you basically build your own database, and the software helps you to retreive chunks of data. Let&#8217;s say you sorted different sections of your interviews by topics. If you want to see what people said about topic A, the software can provide you with that information in few clicks.  Depending on the software, you can be more sophisticated than that: The software could display all passages of text where female interviewees working in middle-sized enterprises talked about topic X followed by topic Y.</p>
<p style="text-align: justify;"><span style="text-decoration: underline;"><em><span style="color: #000000;">Export</span></em></span><br />
Your data and everything you attach to it (memos, notes&#8230;) can be exported: for example as documents compatible with word processors. And of course you can print your data.</p>
<p style="text-align: justify;">That&#8217;s it. Everything exceeding the <em>support </em>with these tasks would require the software to have an analytical mind &#8211; and no QDA software has one of those.</p>
<h5 style="text-align: justify;">* To these four very basic tasks I could probably add the new trendy thing in commercial QDA software: “visualization” of data – but I’ll discuss these flashy gimmicks in another post&#8230;</h5>
<p style="text-align: justify;">
<h3><span style="color: #000000;">Literature</span></h3>
<p style="text-align: justify;">Kelle, U. (1995): Introduction: An Overview of Computer-aided Methods in Qualitative Research. In: U. Kelle (Ed.): Computer-Aided qualitative Data Analysis. Theory, Methods and Practice. Sage: Thousand Oaks, pp. 1-17.</p>
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