# complex conjugate definition

• noun:
• Either one of a pair of complex numbers whoever real parts tend to be identical and whose imaginary components vary only in sign; as an example, 6 + 4i and 6 - 4i are complex conjugates.
• Of a complex number x, the complex number formed by switching the unmistakeable sign of the imaginary part: The complex conjugate of a + bi is a - bi.
• either of two complex figures whoever real parts are identical and whoever imaginary components vary just in indication
• Either one of a set of complex figures whoever genuine components tend to be identical and whose imaginary components differ only in sign; for instance, 6 + 4i and 6 - 4i are complex conjugates.
• Of a complex number x, the complex quantity formed by altering the sign of the imaginary component: The complex conjugate of a + bi is a - bi.
• either of two complex figures whose real parts tend to be identical and whoever imaginary parts differ just in indication

## Related Sources

• Definition for "complex conjugate"
• Either one of a pair of complex numbers…
• Synonym for "complex conjugate"
• conjugate
• Hypernym for "complex conjugate"
• imaginary number
• Cross Reference for "complex conjugate"
• Complex conjugate