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Riemann Surface of R^1/3
by Milton100
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Object:
Riemann Surface of function f(z)= z^(1/3)
Created By:
Hope Roberts
Date, School & Place:
3/04/2016
George Mason University located in Fairfax, Va.
The creation took place in Mathematica for a class project for Math 493, Math Through 3D Printing.
Background of Riemann Surfaces
Riemann surfaces are named after Bernhard Riemann who was the first to study them.
Riemann surfaces are one way to show multi-valued functions. Showing that an element from the domain can map to
Riemann Surface of function f(z)= z^(1/3)
Created By:
Hope Roberts
Date, School & Place:
3/04/2016
George Mason University located in Fairfax, Va.
The creation took place in Mathematica for a class project for Math 493, Math Through 3D Printing.
Background of Riemann Surfaces
Riemann surfaces are named after Bernhard Riemann who was the first to study them.
Riemann surfaces are one way to show multi-valued functions. Showing that an element from the domain can map to
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