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Debate Tool

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Debate Tool

Started by Terry Anderson January 11, 2013 - 9:41am Replies (3)

In the MoocMooc that I have been dipping into this week there was a reference for a tool called debate graph. (see an example debate here http://debategraph.org/Stream.aspx?nid=242664&iv=05).

In a nutshell the tool provides spaces for documentation, links, graphics etc, to support or refute a debate proposition. Most importantly the artefact created lives on after the course ends.

I have used debates in EdD and once in MDE663 focusing on questions like "is the Community of Inquiry Model" adequate to explain deep and meaning full learning".  Students then worked in real time (after pre readings) to argue for or against the proposition.

As I noted in a blog post on "connectivying your course", the creation of persistent artifacts  that can be used and re used in multiple sections or years of a course, is a very valuable learning resource.

I wonder if anyone in the CDE community has tried this tool and if they have comments on it or on debates as learning activity in general?

Terry

 

Replies

  • Richard Kenny January 11, 2013 - 10:38am

    Hi, Terry and everyone. I haven't tried this tool, butt looks interesting in terms of providing a way to make group concept maps and I guess it is a "permanent" record for as long as the service exists. Like any web-based tool, I assume that it will have some sort of life-time and so will the actual educational activity that we use it to support.


    You may be interested to know that we (mainly Mary Kennedy, Elizabeth Childs and I, but also anyone else who teaches the course for us) have been doing an online debate as a regular learning activity in MDDE 603 (Foundations of DE: Systems Theory and Learning Theory) every course offering for a couple of years now and it has been well received by the students. In a nutshell, we ask the students to debate the pros and cons of the topic of learning styles (which is nicely controversial and a topic about which folks can be passionate). We divide the class into three groups: pro and con the resolution and evaluation (adjudication). The students in the pro and con groups work together to investigate the topic and prepare an initial argument. They can do this in Moodle discussion forum and wiki working groups or use other tools (Google Docs, Skype for meetings). The initial arguments are posted in a Moodle Discussion forum in the course and the two debate groups then have a few days to prepare and post a rebuttal to the other group's arguments. Then, the evaluation group has a few days to prepare and post an assessment of the arguments of the two debate groups. After that, in past, we have tried holding an open discussion on the topic, but that tended to be a bit too much / too long and poorly "attended", so we are now finishing up the activity with an online vote on "who won the debate".

    So, I see this as a social constructivist activity. Certainly, the debate graph tool could be useful as one artefact that the two debate groups could use to present and support their arguments. But I see some issues with adopting a more connectivist approach to this activity and extending it out and beyond the actual course with permanent artefacts:


    First, as you mention in your blog, there are privacy issues. How does a completely open debate impact students' willingness to put their arguments "out there"? I expect there are a reasonable percentage of our M.Ed. students for whom some level of "safety" is important and who find it difficult enough to post their ideas within the confines of a closed, private course. Call it an issue of self-confidence. Opening up the discussion to the world opens Pandora's Box for them.

    Second, I rather like the idea of each class taking on the topic fresh, rather than having the debates of multiple past sessions to draw upon. I think there is value (in terms of both knowledge construction and developing research skills) in the students investigating the topic on their own and drawing their own conclusions / then putting those up for debate and discussion. I think there would be a danger that, with past debates and even resources about the topic freely available, they would tend to depend on those to build their arguments.

    Third, there is an immediacy and time limited aspect to our current debate. The students seem to get quite "into" the debate for a period of week to 10 days and the discussion is quite vibrant, but they do eventually weary of it and are ready to move on to other course activities (hence the comment above about lack of success about the follow-up discussion). Adopting a connectivist model that tries to connect progressive sections of the course on this topic (if I fully understand the concept) strikes me as possibly dragging it out and counteracting this sense of immediacy and excitement.

    And fourth, regardless of the above concerns, I wonder about the sets of debates and resources compiled in an ongoing, multi-section, multi-year debate quickly becoming overwhelming? I'm not sure if this is a problem or not, but I could foresee many of the students looking at a large back debate and simply not even knowing where to start in making sense of it.

    So, them's my thoughts on this topic. Anyone want to respond?

    Cheers. Rick

  • Terry Anderson January 11, 2013 - 11:32am

    Thanks VERY much for making the time to respond and give your example of debate use Rick. I likely should wait and give others a chance to respond (still time!!) but can't resist.

    I think we are in agreement on the pedagogical and motivational value of debates. But I want to respond to your concerns.

    1. Will the service last?  The license for this service is the typical we own everything, so there are no gaurentees of perpetual use, but a likely hood of at least a few years. What is the downside if it disappears? You can always take screen shots or even extract them from web archive sites when they are pulled down.

    2. Comparsion to threaded discussion (on Moodle). Well, I won't get into a learning style debate (visual learners and all that Wink ) but the visual representation of the debate can be very powerful as a conceptual organizer and insure effective and non repetitive input. In addition students can update, edit and improve arguments of their team members.

    3. Challenge of external net presence.  It is very true that students and teachers are used to working behind the closed doors of the physical or online classroom. However, there is a accumulating evidence for the value of an effective professional and academic netpresence. I tend to believe that we do students a dis-service when we don't encourage and give them opportunities to develop that presence. There is an interesting article on First Monday Barbour, K., & Marshall, D. (2012). The academic online: Constructing persona through the World Wide Web. First Monday, 17(9).   (with the following table)

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" 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    in a nutshell, it describes 5 ways in which we develop web presence. The 'Formal self' is just what your university or employer says about you. The Networked self adds your blogs, linked-in etc, The comprehensive self adds things about your personal life, hobbies etc. The teaching self is only what students see in a course outline you as teacher alone and finally the uncontrollable self is what others post (think Rate my Professor, people tagging you on facebook) without your consent or knowledge.  I hate to think that our students are left after years of grad work in the CDE with only "the uncontrollable self" as web presence.

    Having said that I acknowledge the desire and need for some students to not have a web presence (stalkers etc.)  This is easily resolved in tools like this debate tool by setting up a gmail or similar account and only letting your professor know your real name (if the work is assessed).

    4. Standing on the Shoulders of Others.  It is part of scholarly tradition and practice (as evidenced by the compulsory lit reviews in almost all academic work) to build upon and not repeat the work of others. So why would we force students to do academic work without building on others in a grad course? In a topic like Learning styles there is always new data and insights, to make contributions fresh. If the topic is really dead and over, then time to start a new debate.

    Now I really will let others in!

    Terry

     

  • Colin Madland January 11, 2013 - 1:16pm

    I am a strong supporter of the whole debate process in DE, and have incorporated debates as an activity in the faculty development course I teach here at TRU. I have had mixed reactions: from the nursing faculty getting very competitive about the whole thing, to others who just give up (I think because it came too early in the course and they weren't entirely comfortable with the LMS yet). I use Canvas for the course  and I quite like how they structure the grouping capabilities with space for private discussions, wikis and collaboration within the course site.

    But I am convinced that the process of debating ideas is one of the activities we should be incorporating more into DE courses because of the cognitive skills required to form and defend positions.

    I took a look at Debate Graph and I initially like the graphic interface although one thing that seems to be problematic is that you can't really compare the arguments on either side point by point. I quickly became irked at having to follow links deep into particular topics and subtopics (at least in the Gun Control topic Terry linked to) and I lost the overall context of each point as I went deeper.

    I think that Create Debate does a better job of structuring their debate pages as parallel discussion forums...here is a gun control example http://www.createdebate.com/debate/show/Gun_Regulations_More_needed_or_Less_Same_is_working_fine

    I agree with Rick that the idea of student work being out on the www is intimidating for some and I would add that adding external tools also seems to unnecessarily complicate things for many students. The more tools we ask students to engage with, the more fractured the experience becomes for the student, not to mention the complications for faculty assessing student work in various tools and silos. Another problem with having these discussions in the wild is that some (many) sites have degraded into troll contests with little educational value to be found.

    As for Rick's comment about multi-year debates, a way around that would be to have different topics from year to year, so the individual debates don't become overwhelming but they remain as reference materials for future students.

    Thanks for the topic Terry.

    Colin