- #1
LogicalTime
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I would like to find out which functions retain the same structure when they are scaled. Particularly I am interested in projections.
For example, a parabola 3d space viewed at another angle can still be represented by at^2 + bt+c. A circle however can not (ellipse)
I am guessing conic sections have this property? Are there any other functions that have this property, and what terms are associated with this property?
For example, a parabola 3d space viewed at another angle can still be represented by at^2 + bt+c. A circle however can not (ellipse)
I am guessing conic sections have this property? Are there any other functions that have this property, and what terms are associated with this property?