Double integral solver

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From the perspective of coefficient matrix, it is actually to transform coefficient matrix into diagonal matrix through row transformation. In terms of determinant, this does not change its value. This may indicate that determinant has some significance. Further transformation shows that this is related to the denominator of Cramer's law The determinant is solved when m = n and the value of the determinant is not 0. The matrix can find the number of existing rows and solutions of solutions where m is not equal to N, such as the solution of the following equations: In the traditional determinant layout, buildings are arranged in parallel, and there will be occlusion between buildings.

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