pivotal condensation

[¦piv·əd·əl ‚kän·dən′sā·shən]

(mathematics)

A method of evaluating a determinant that is convenient for determinants of large order, especially when digital computers are used, involving a repeated process in which a determinant of order n is reduced to the product of one of its elements raised to a power and a determinant of order n- 1.

References in periodicals archive ?

what is known as Chio's pivotal condensation process for computing determinants and Cramer's Rule.

This method is known as Chio's pivotal condensation method, though according to Howard Eves, there are traces of the method in an earlier paper by Hermite (see Eves, 1966, p.

This directly leads to the discovery of what is known as Chio's pivotal condensation process for computing determinants and Cramer's rule.

On solving systems of equations by successive reduction using 2x2 matrices

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