Matrix theory basis (1)

1. conjugate complex

In mathematics , the complex of the conjugate complex (often referred conjugated ) are calculating the imaginary part of the variable number, thus a complex

{\displaystyle z=a+bi\quad (a,b\in \mathbb {R} )}

It is the complex conjugate

{\displaystyle {\overline {z}}=a-bi}

Understood as the complex the complex plane , then the complex conjugate is nothing but the real axis reflection . A plurality of fromcomplex conjugate is sometimes tablez ^ {*}

2. A complex conjugate of the matrix A * is defined as [A *] ij = aij *

3. Matrix operations

Matrix multiplication is not commutative.

4. 

 

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Origin www.cnblogs.com/dulun/p/12181690.html