File:CyclicCubicNumberFieldFundamentalDomain.svg

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English: A fundamental domain of the maximal order of the field K obtained by adjoining to Q a root of f(x)=x3−21x−35. This field is a Galois extension of degree 3. Its discriminant is 3969=72×92. Accordingly, the volume of the fundamental domain is 63=7×9. The three roots of f are approximately 5.258845, -2.121082, -3.137763.
Date
Source Own work using: Mathematica.
Author RobHar
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Category:Self-published work#CyclicCubicNumberFieldFundamentalDomain.svgCategory:PD-self#CyclicCubicNumberFieldFundamentalDomain.svg Category:SVG mathematics Category:Number theory Category:Minkowski theorem (lattices) Category:SVG polyhedra Category:Geometry SVG diagrams Category:Galois theory
Category:Galois theory Category:Geometry SVG diagrams Category:Minkowski theorem (lattices) Category:Number theory Category:PD-self Category:SVG mathematics Category:SVG polyhedra Category:Self-published work Category:Translation possible - SVG Category:Valid SVG created with Mathematica:Diagrams