AngouriMath
TrySolveInRationals(AngouriMath.Entity[][],AngouriMath.Entity[])
Method (no overloads)
Summary
The solution of a linear system whose entries are all rational numbers, by Gauss-Jordan
elimination in exact rationals kept in lowest terms -- PeterO's rationals are not reduced
on their own, and unreduced the solve for Welz's piece took two minutes -- an unknown no
row pivots on set to zero; null where an
entry is not a rational number or the system is inconsistent.
elimination in exact rationals kept in lowest terms -- PeterO's rationals are not reduced
on their own, and unreduced the solve for Welz's piece took two minutes -- an unknown no
row pivots on set to zero; null where an
entry is not a rational number or the system is inconsistent.
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