Papers › Computing the negative K-theory of finite groups of order ≤100
Computing the negative K-theory of finite groups of order ≤100
Georg Lehner
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We outline how the group K₋₁( ℤ[G] ) for a finite group G can be computed using the computer language GAP and compile a table of all groups G of order less than 100 that have torsion in K₋₁( ℤ[G] ).
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