Defactoring algorithms: Difference between revisions

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 ===Addabilization defactoring===
-This defactoring technique is used specifically in the process of preparing matrices for [[temperament arithmetic]]; it defactors while managing to change only a single row of the original matrix, a necessary constraint of that problem. But this method is not computationally efficient or easier to understand, so unless you have this specific need, it is not your best option. Details can be found here: [[Temperament arithmetic#3. Addabiliziation defactoring]].
+This defactoring technique is used specifically in the process of preparing matrices for [[temperament addition]]; it defactors while managing to change only a single row of the original matrix, a necessary constraint of that problem. But this method is not computationally efficient or easier to understand, so unless you have this specific need, it is not your best option. Details can be found here: [[Temperament addition#3. Addabiliziation defactoring]].
 =Footnotes=