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单词 Cramer's rule
释义

Cramer's rule

Consider a set of n linear equations in n unknowns x1, x2,…, xn, written in matrix form as Ax = b. When A is invertible, the set of equations has a unique solution x = A−1b. Since A−1 = (1/detA) adjA, where adjA is the adjoint of A, this gives the solution

which may be written

using the entries of b and the cofactors of A. This is Cramer's rule. Computationally Cramer's rule is highly inefficient compared with Gaussian elimination.

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更新时间:2025/4/29 16:03:24