The ModIsomExt package contains precomputed bins and results for certain orders of groups. These can be accessed using the following functions.
‣ MIPBins ( p, n ) | ( operation ) |
Given a prime p and a positive integer n the function returns the bins resulting from using group theoretical invariants. Precomputed bins are only available for orders \(2^6\), \(2^7\), \(2^8\), \(2^9\), \(3^6\), \(3^7\) and \(5^6\). Note that in the case \(2^9\) only 2- and 3-generated groups of this order are considered.
‣ MIPResults ( p, n ) | ( operation ) |
Given a prime p and a positive integer n the function returns the results of verifying MIP. This is only available for orders \(2^6\), \(2^7\), \(2^8\), \(2^9\), \(3^6\), \(3^7\) and \(5^6\). Note that in the case \(2^9\) only 2- and 3-generated groups of this order are considered.
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