Questions About a Parallel Universe? Answers & Explanations

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Homework Help Overview

The discussion revolves around questions related to the concept of visual fields and perceptions of straight and curved lines, particularly in the context of parallel universes. The subject area touches on aspects of psychology and geometry.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the nature of visual perception, questioning why straight lines are perceived as curved in certain contexts. There is a discussion about the influence of environmental exposure on perception and the processing of visual information by the brain.

Discussion Status

The conversation is ongoing, with participants sharing insights and questioning assumptions about visual perception. Some guidance is offered regarding the psychological aspects of perception, but no consensus has been reached on the underlying principles.

Contextual Notes

There is mention of a document with questions that may contain specific problems, but details of the document are not provided. The discussion also hints at cultural differences in perception based on exposure to certain visual stimuli.

Natasha1
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Has anyone got the answers to the questions on the attached document? With some explanations.

This is something a friend came up with... I'm a little clueless on this on...
 

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Since the problem specifically asks about "visual field"- that's easy. The two "lines" are curved because the "visual field" itself is a two-dimensional curved space.
 
HallsofIvy said:
Since the problem specifically asks about "visual field"- that's easy. The two "lines" are curved because the "visual field" itself is a two-dimensional curved space.

Consider the following:

Take any 2 points on that straight line - which can be at any angle and any distance from your eye or from each other. Now, imagine a triangle made with those 2 points and your eye. The 3 points you have are now all on a plane. Therefore, whatever point your eye is at, it will see the straight line between the other 2 points as straight, because they are all sharing a flat plane and so is the line between the points you are looking at.

However, if it is true that every straight line you see is not seen as curved, but as a straight line, why do we also have the argument that we see parallel lines as curved in relation to each other?
 
This is probably much better as a psychology question than a math question. Our brains do a tremendous amount of processing on the raw imagery our eyes detect!

In the modern world, we are constantly inundated with straight lines -- especially horizontal or vertical straight lines. So, we learn at a very early age to recognize straight lines as straight... at least the horizontal and vertical ones. Diagonal ones, I believe, are generally harder simply because we aren't as often exposed to them.

I'm told that African tribesman, etc, will not see any illusion of depth in pictures such as:

Code:
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    *------
   /
  /
 /
/

and certainly won't see a 3-dimensional "corner" -- and that's because they aren't exposed to such things in their daily routines. (e.g. round buildings, not square!)
 

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