_interpolation-of-quadratic-orbital-networks.jpg "Interpolation of quadratic orbital networks from z math definition Video Screenshot Preview")
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⏲ Duration: 1 min 33 sec
✓ Published: 02-Dec-2013
✓ Published: 02-Dec-2013
Description:
We see quadratic orbital networks on the ring R=Z_nnwith n=2 . The networks G(a) are generated in a simplenway using maps T(x)=x+a and S(x)=x+a+1 on R: two pointsnare connected if applying S or T to one of them gives the other.nWe interpolated the graphs when going from a to a+1. We see this fromna=0 to a=15. The topology can change drastically when changing fromna to a+1. The interpolation just snaps of successive old connectionsnand replaces them with new connections.nThis is also an exp
We see quadratic orbital networks on the ring R=Z_nnwith n=2 . The networks G(a) are generated in a simplenway using maps T(x)=x+a and S(x)=x+a+1 on R: two pointsnare connected if applying S or T to one of them gives the other.nWe interpolated the graphs when going from a to a+1. We see this fromna=0 to a=15. The topology can change drastically when changing fromna to a+1. The interpolation just snaps of successive old connectionsnand replaces them with new connections.nThis is also an exp
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