involutant
（ plural ）
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(mathematics) Given two matrices M, N of order w, the involutant is the resultant of the w² scalar equations obtained by equating to zero a linear function with scalar coefficients of the w² matrices which result from multiplying 1, m m², ... mʷ⁻¹ into 1, n, n², ... nʷ⁻¹.
involutant
The involutant of matrices M and N is the resultant of the w2 scalar equations obtained by equating to zero a linear function with scalar coefficients acting on the w2 matrices produced by multiplying 1, M, M2, …, M{w-1} into 1, N, N2, …, N{w-1}.
The involutant of matrices M and N is the resultant of the w2 scalar equations obtained by equating to zero a linear function with scalar coefficients acting on the w2 matrices produced by multiplying 1, M, M2, …, M{w-1} into 1, N, N2, …, N{w-1}.
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