Examples of 'unit disk' in a sentence
Meaning of "unit disk"
unit disk - in mathematics, this phrase refers to a disk with a radius of 1 and centered at the origin of a coordinate system
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- A set of points on a plane whose distance from a given point is less than or equal to one.
How to use "unit disk" in a sentence
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unit disk
The unit disk may represent an apple pie.
So f is analytic on the open unit disk.
Closed unit disk.
Be a holomorphic function on the unit disk.
Every induced subgraph of a unit disk graph is also a unit disk graph.
A collection of circles and the corresponding unit disk graph.
The image of the unit disk under g is disjoint from the unit disk.
On the closed unit disk.
Unit disk graph Unit sphere Bieberbach conjecture.
Shoe on to the unit disk.
Example, the unit disk in two dimensions.
Check whether a point lies in the open unit disk.
In particular, the open unit disk is homeomorphic to the whole plane.
The resulting point will lie within the unit disk.
The area of the Euclidean unit disk is π and its perimeter is 2π.
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Zernlike polynomials are a sequence of polynomials that are orthogonal on the unit disk.
The complexity of barrier resilience for unit disk barriers is an open problem.
Now we take some figure such as the unit square or the unit disk.
Considered as a Riemann surface, the open unit disk is therefore different from the complex plane.
The spectrum of S is the unit disk.
The unit disk and the upper half-plane are not interchangeable as domains for Hardy spaces.
There is however no conformal bijective map between the open unit disk and the plane.
Therefore, unit disk graphs can not contain an induced K1,7 subgraph.
It consists of all parameters of the form, for some in the open unit disk.
There are conformal bijective maps between the open unit disk and the open upper half-plane.
According to the uniformization theorem above, all hyperbolic surfaces are quotients of the unit disk.
Let D be the unit disk and @ D be its boundary ( the unit circle ).
For example, Zernike polynomials are orthogonal on the unit disk.
A Schur function is an analytic function whose modulus is bounded by 1 in the unit disk.
Necessarily h ∘ Ri Si ∘ h . where Si is the reflection in another circle in the unit disk.
Let φ { \ displaystyle \ varphi } be a conformal map of W onto the open unit disk.
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