Examples of using Complex plane in English and their translations into French
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Let A be a circular region in the complex plane.
The complex plane is sometimes known as the Argand plane. .
of ordinate 1 on the complex plane.
In 1815 Poisson studied integrations along paths in the complex plane.
Suppose that γ is a G-valued field on the complex plane.
The space of entire holomorphic functions on the complex plane is nuclear.
Ford circles can also be thought of as curves in the complex plane.
The zeta function is defined for the whole complex plane except for the pole at z=1.
The modular group of transformations of the complex plane maps Ford circles to other Ford circles.
the open unit disk is therefore different from the complex plane.
Any nth degree polynomial has exactly n roots in the complex plane, if counted according to multiplicity.
The functional equation relates values of the zeta on the left- and right-hand sides of the complex plane.
It displays the signal as a two-dimensional xy-plane scatter diagram in the complex plane at symbol sampling instants.
The sets for other values of d also show fractal images when they are plotted on the complex plane.
Because of this, complex numbers correspond to points on the complex plane, a vector space of two real dimensions.
could be extended by analytic continuation to the whole complex plane.
In complex analysis, the basic model can be taken as the z→ zn mapping in the complex plane, near z 0.
When viewed as a subset of the complex plane(C), the unit disk is often denoted D{\displaystyle\mathbb{D.
only converges for values of s in the complex plane with Re(s)> 3/2.
On a complex plane, the points\( z\) and\(\overline{z}\) are symmetrical with