z_circles
circles of the complex plane
f zCircle() ...
factory' function returns instance of a class representing the locus of points equidistant from a given point of the complex plane
- constructors:
- zCircle (zcircle1,zcircle2 ,FUNDAMENTAL )
- complex circle by which the first zcircle argument is tranformed to second zcircle argument by inversion . required 'alt=FUNDAMENTAL' keyword
- calls: class zFundamentalCircle(zcircle1,zcircle2)
- zCircle (ucircle )
- complex circle as the stereographic projection of the given spheric section of the Riemann sphere to the complex plane
- calls: class u_to_zCircle(ucircle)
- zCircle (zcircle,zpoint1,zpoint2 )
- complex circle orthogonal to the given complex circle, and through the given 2 zpoint arguments.
- calls: class zOrthoCircle_Circum(zcircle,zpoint1,zpoint2)
- zCircle (zcircle1,zcircle2 ,INVERSE )
- complex circle inverse to the second given zcircle argument with respect to the first given zcircle
- calls: class zInverseCircle(zcircle1,zcircle2)
- zCircle (None )
- " complex circle with center at origin center and unit radius
- calls: class zUnitCircle(None)
- zCircle (zcircle,zpoint )
- complex circle orthogonal to the given complex circle , with given zpoint as center
- calls: class zOrthoCircle(zcircle,zpoint)
- zCircle (zpoint1,zpoint2 )
- complex circle with the first given zpoint as center and the second given zpoint on the circumference
- calls: class zCircleFromPoints(zpoint1,zpoint2)
- zCircle (zpoint1,zpoint2, zpoint3 )
- complex circle through the given 3 zpoints
- calls: class zCircumCircle(zpoint1,zpoint2, zpoint3)
See the source for more information.