Examples of using Complex plane in English and their translations into French
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In the complex plane.
Are meromorphic on the whole complex plane.
In the complex plane, the energy levels are quantized.
Im of G(jω) in complex plane.
Therefore, use of the functional equation is basic, in order to study the zeta-function in the whole complex plane.
Regions in the Complex Plane.
This means that the resolvent function is holomorphic on the entire complex plane.
A bounded function that is holomorphic in the entire complex plane must be constant; this is Liouville's theorem.
Obtain the analytic continuation to the whole complex plane.
This collection of all sliding actions on the 2D complex plane goes by the name the additive group of complex numbers.
Let A be a circular region in the complex plane.
Im of G(jω) in complex plane.
The Dedekind zeta-function satisfies a functional equation andcan be extended by analytic continuation to the whole complex plane.
An illustration of the complex plane.
Function that is holomorphic on the whole complex plane.
Lesson: Regions in the Complex Plane.
An entire function is a function that is holomorphic on the full complex plane.
The zeros, as Riemann,are, in the complex plane located.
An entire function is a function that is holomorphic on the full complex plane.
And it's defined in the whole complex plane.
