For example, it could involve experiencing things moving and changing position outside of the centre of the visual field but as not moving at the centre. Or it could involve something more complex. The Waterfall Illusion is philosophically interesting for a number of reasons. Evolution, comparative morphology, and identification of the eumaeine butterfly genus Rekoa Kaye Lycaenidae: Theclinae.
In the passages we have quoted above from Aristotle and Addams the effect was simply described as involving movement expereinced in the oppositive direction to the previusly seen moving stimulus. This has now been verified experimentally by Wright and Johnson According to the sense-data theory, in veridical perception, illusion and hallucination, one is directly aware of some mental object a sense-datum that has the properties it appears to have - and in vitue of so doing, when the right conditions obtain for percpetion, one can come to see the external world indirectly in virtue of directly seeing sense-data.
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SpookyB00Bs18.08.2019 в 21:01
Do you experience dots as moving? To fix one of the type series as the unique name-bearer, we designate as lectotype of M. Given that there cannot be objects with impossible properties, then there cannot be such sense data - and so the sense-data cannot explain what our experience is like. Perhaps the most interesting philosophical question that the Waterfall Illusion has raised is whether what the illusory experience presents is an impossible state of affairs or not.
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Anyl_sutter18.08.2019 в 21:01
However, although this is suggestive that things are seen as both moving and changing position, it is not conclusive. Snowdon notes that the amount of displacement depends on the speed on the inducer, which matches nicely with the observation that the speed of the illusory movement depends on the speed on the inducer. Robert NMNH. Part I. It is thought that many properties that we experience are encoded in this way in the brain: by a comparison between the firing rates of different populations of neurons, rather than the particular rate of each.
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