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Generating a God table works when the generators are Clifford elements, but will later cause failure if those generators only generate a subgroup of the Clifford group.
Here, PHASE(pi) is not a generator of the Clifford group. It should be PHASE(pi/2) or S to generate C_1.
Putting the above in a hash table and running (rb-post nil ht nil nil) repeatedly causes failure. It should fail! But it needs a better error message/detected earlier.
Possible solution: Return an error "No decomposition exists." or the like.
Generating a God table works when the generators are Clifford elements, but will later cause failure if those generators only generate a subgroup of the Clifford group.
Example we ran into:
Here,
PHASE(pi)
is not a generator of the Clifford group. It should bePHASE(pi/2)
orS
to generateC_1
.Putting the above in a hash table and running
(rb-post nil ht nil nil)
repeatedly causes failure. It should fail! But it needs a better error message/detected earlier.Possible solution: Return an error
"No decomposition exists."
or the like.Reported by @stylewarning .
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