Cognitive Load Theory, Worked Examples and the Zettelkasten Method
Have you ever heard of Worked Examples from Cognitive Load Theory?
If not, this simple, teacher/student oriented video explains worked examples quite well.
As I have been learning a bit about cognitive load theory and the effects of worked examples, I was wondering what how it applies to the Zettelkasten Method. Specifically, in the video above, it seems that elaborative encoding might not be as effective without the schema being represented well to the learner first when they are a novice.
It seems that a lot of the ideas around ZKM or just Zettelkasten more generally are heavily founded upon deep processing or elaborative encoding from a more constructivist flavor.
I was wondering if there was more of a need for worked examples as one develops knowledge within their ZK and even as one works on getting better at the method itself (ZKM).
Would love to hear if any others have thoughts on this.
Note: I know that Math is focused on this video. But, it seems to me that zettling is a practice/skill. And, even a lot of what we develop within the ZK should be able to used in some skill. So, worked examples seems relevant. Feel free to pick at that assumption too!
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Comments
@rwrobinson said:
It may be the opposite: There may be more of a need for worked examples when one is a beginner and less need as expertise develops. This is covered in Chapter 12: "The Expertise Reversal Effect" in the book that you cited above, Cognitive Load Theory by John Sweller et al. (2012). Sweller et al. cite various interesting studies. For example (159–160):
Sweller et al. also summarize some research on the use of writing prompts (and perhaps one could consider some kinds of Zettel templates as writing prompts) (158–159):
Indeed, many old research manuals did have "worked examples" of note cards for beginners, for example: