Examples of using Complex plane in English and their translations into Spanish
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z for every point z in the extended complex plane, and both f and g preserve angles and shapes at vanishingly small scales.
it can be extended to the entire complex plane by the reflection formula,
connected set S in the complex plane have a monodromy group,
Complex-valued function ƒ defined on an open set D in the complex plane that satisfies∮ γ f( z) d z 0{\displaystyle\oint_{\gamma}f(z)\, dz=0}
which says that these numbers form the sides of a triangle in the complex plane.
is not defined at a but is analytic in some region U of the complex plane, and that every open neighbourhood of a has non-empty intersection with U. If both lim z→ a f( z){\displaystyle\lim_{z\to a}f(z)}
defined on a connected open subset U of the complex plane such that L(z) is a logarithm of z for each z in U. For example, the principal value defines a branch on the open set where it is continuous, which is the set C- R≤ 0{\displaystyle\mathbb{C}-\mathbb{R}_{\leq 0}} obtained by removing 0 and all negative real numbers from the complex plane.
Degree rotations in the complex plane.
Complex plane also known as Argand plane. .
Consider a polygon in the complex plane.
Learn Plotting numbers on the complex plane.
Complex plane From Wikipedia, the free encyclopedia.
Space vectors in the complex plane.
Riemann zeta function s in the complex plane.
The gamma function in the complex plane.
Roots localization theorems(in the complex plane).
Trajectory of the space vector in the complex plane.
Projection of the complex plane on a sphere.
Use of the complex plane in control theory[edit].
The gamma function is meromorphic in the whole complex plane.