Constructs a numerical variety representing the complex affine space corresponding to the given coordinate ring.
i1 : R = CC[x,y]
o1 = R
o1 : PolynomialRing
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i2 : V := numericalAffineSpace R
o2 = a "numerical variety" with components in
dim 2: [dim=2,deg=1]-*may be reducible*-
o2 : NumericalVariety
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i3 : C := first components V
o3 = [dim=2,deg=1]-*may be reducible*-
o3 : WitnessSet
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i4 : equations C
o4 = {}
o4 : List
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i5 : slice C
o5 = {(.892712 + .673395*ii)x + (.0258884 + .714827*ii)y - .461944 -
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.775187*ii, (.29398 + .632944*ii)x + (.89189 + .231053*ii)y - .909047 -
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.314897*ii}
o5 : List
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i6 : points C
o6 = {{.364967-.0660072*ii, .826623-.098325*ii}}
o6 : VerticalList
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