geometric conceptions of groups (and walks of graphs from groups); Heisenberg group


In Turing’s case, his ei=(-1)  or ei=(+1) are ei=(-1…-d)  or ei=(+1…+d) – since he is thinking in qudits rather than qubits.

The Heisenburg group, properly explained, also makes clear how metrics can differ – by generating set choice (and therefore degree of the graph).


Geometric Aspects of the Heisenberg Group



Computer Programmer who often does network administration with focus on security servers. Very strong in Microsoft Azure cloud!
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