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書名： Game Physics Cookbook
作者名： Gabor Szauer
本章字數： 184字
更新時間： 2021-04-02 20:27:29

Adjugate matrix

The adjugate of any order matrix is the transpose of its cofactor matrix. The adjugate is sometimes referred to as adjoint:

Getting ready

We already know how to take the cofactor of a matrix and how to transpose the matrix. Implementing the adjugate function is as easy as calling our existing cofactor and transpose functions.

How to do it…

Follow these steps to implement functions which return the adjugate matrix of two, three and four dimensional square matrices:

Add the declaration for adjugate for all three matrices to matrices.h:

mat2 Adjugate(const mat2& mat);
mat3 Adjugate(const mat3& mat);
mat4 Adjugate(const mat4& mat);

Implement all three of the adjugate functions in matrices.cpp:

mat2 Adjugate(const mat2& mat) {
    return Transpose(Cofactor(mat));
}
mat3 Adjugate(const mat3& mat) {
    return Transpose(Cofactor(mat));
}
mat4 Adjugate(const mat4& mat) {
    return Transpose(Cofactor(mat));
}

How it works…

The adjugate matrix utilizes two functions, which we already covered earlier: the transpose function, which swaps a matrices rows with its columns, and the cofactor function. Recall that the cofactor of element i, j is the minor of the element multiplied by How it works… .

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Game Physics Cookbook

Adjugate matrix

Getting ready

How to do it…

How it works…