Examples of 'complex conjugate' in a sentence
Meaning of "complex conjugate"
In mathematics, complex conjugate refers to the operation of changing the sign of the imaginary part of a complex number. For a complex number a + bi, its complex conjugate is a - bi. This concept is commonly used in complex analysis and has applications in various fields such as physics and engineering
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- Of a complex number x, the complex number ◌̅x formed by changing the sign of the imaginary part: The complex conjugate of a + bi is a - bi.
How to use "complex conjugate" in a sentence
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complex conjugate
Complex conjugate impedance matching is typically used.
You were right about this complex conjugate.
Compute the complex conjugate of a complex number z.
The asterisk indicates the complex conjugate.
The complex conjugate of ψ is written ψ.
And similarly for its complex conjugate.
Complex conjugate representation.
This operation is called the complex conjugate.
Means the complex conjugate of z.
Where the overbar represents the complex conjugate.
Is the complex conjugate of.
The conjugate satisfies similar properties to usual complex conjugate.
There are two complex conjugate roots.
Product of the complex number and its complex conjugate.
Must occur in complex conjugate pairs.
See also
Where the notation is used herein to designate the complex conjugate.
Where z is the complex conjugate of z.
Where the bar over a complex number denotes its complex conjugate.
So that right there is the complex conjugate of seven minus five i.
Form the complex conjugate of all elements within the stimulus set for the above association.
We just have to add the complex conjugate to get.
Form the complex conjugate of all elements within the stimulus set.
It explains what is meant by the complex conjugate of a complex number.
A full echo is then formed by reflecting the FID using its complex conjugate.
A complex number is its own complex conjugate if and only if it is a real number.
Polynomial equations with real coefficients come in complex conjugate pairs.
Antilinear map Complex conjugate vector space.
The other two roots are either real numbers or complex conjugate numbers.
The roots of O are complex ro and complex conjugate r o numbers which take the form EPMATHMARKEREP.
Where the superscript symbol * represents the complex conjugate.
The algorithm finds the roots in complex conjugate pairs using only real arithmetic.
Which is to say that, roughly, f is functionally independent from the complex conjugate of z.
EPMATHMARKEREP The complex conjugate poles are recognized.
Complex conjugate multiplying the received signal by a delayed version of the received signal ;.
If its eigenvalues are complex conjugate.
Determining the complex conjugate of the delayed frequency band ;.
The derotation is performed by complex multiplication of the complex conjugate of the phase reference.
The product of two complex conjugate numbers is a positive real number,.
Thus every trigonometric number is half the sum of two complex conjugate roots of unity.
Multiply by a complex conjugate of modulus 1.
If the parabola does not intersect the x-axis, there are two complex conjugate roots.
Similarly, each pair of complex conjugate roots contributes an exponentially damped oscillation.
The sign ′ designates the complex conjugate.
Where the * is the complex conjugate symbol and function ψ is some function.
Where the symbol * denotes the complex conjugate and.
Means for complex conjugate multiplying the received signal by a delayed version of the received signal ;.
The conjugate element represents the complex conjugate of a complex quantity.
The complex conjugate of the complex number z = x + yi is given by x - yi.
The antiquarks lie in the complex conjugate representation 3.
Is a short-time averaging operation, and where * denotes complex conjugate.
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