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Projective geometry
________- explains how an eye perceives the "real world.
Mathematical perspective
________- all lines through a given point in R^3.
Projective point
________- A line in R^3 that passes through the origin.
Projective geometry
explains how an eye perceives the "real world"
Terraced perspective
a technique of drawing people at the back of a group higher up than those in the front
Vertical perspective
An artist would draw pairs of parallel lines place symmetrically on either side of the scene by lines that meet on the center line of the picture
Focused perspective
A cross section can give the same impression as the original item due to the corresponding points followed by light rays
Mathematical perspective
all lines through a given point in R^3
Diagonal vanishing point of the perspectivity
The point in which the images of all lines in a plane in some direction vanish
Deargues theorem
A 3D figure has properties that allow the points where the image meets the figure to be collinear
Projective point
A line in R^3 that passes through the origin
Note 
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