Davesrose
Headphoneus Supremus
- Joined
- Oct 20, 2006
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I didn't avoid the answer: I revealed exactly what the values of the squares in the center column are if you were to understand what an example of opitical illusion is. You yourself revealed it when you gave the answer for "larger" image vs the same smaller image. But then you continue to confuse "confirmation bias" as to what you could see based on how the same image is scaled. Really??? Resolution does not equal a different answer. The measured value of the squares are solid, but they perceptually look like gradients due to optical illusion of the other columns being gradients (none of this is confirmation bias).I understand your professional qualification, and your view point.
I also understand the reason why you try to avoid answering A or B to the question (again, I am not pressing you for answer. Feel free not to answer explicitly).
Just wondering why you said in your reply that I insist you don't know the 'correct answer'? Did I reply with anything saying that you don't know the "correct answer"? I think I didn't. Please let me know if I did.
In the test I posted earlier, there is no "correct" or "wrong" answer to the last question.
Do you think one answer is correct and the other one is wrong?
By the way, I believe that confirmation bias is a well-studied area in Psychology (I am not sure the coverage of "confirmation bias" in the Medical Illustration study. It may be a lot but I cannot tell).
If you know of any one who is major in Psychology, I sugggest you can check with them to see what's their understanding of confirmation bias and see if your definition aline with them.
Cheers
The one thing this exercise of yours proves (apart from another area where you misinterpret), is that you insist to keep convoluting basic terms. These examples of optical illusion are understood aspects of visual perception (in which there are fundamentals with neuroscience and psychology). But all of what we've been discussing with optical illusions have no relationship to confirmation bias.