Examples of 'orthogonality' in a sentence
Meaning of "orthogonality"
orthogonality (noun): In mathematics, the property of being perpendicular or at right angles to each other. This term is used in geometry, linear algebra, and signal processing to describe the relationship between vectors or functions
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- The property of being orthogonal.
How to use "orthogonality" in a sentence
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orthogonality
Orthogonality can be maintained between transmit antennas.
The subcarriers maintain orthogonality in frequency domain.
Orthogonality is guaranteed by the symmetry of the correlation matrices.
This weighting modifies the orthogonality condition.
The lack of orthogonality results in performance degradation.
This property is referred to as finite orthogonality.
The third is true because orthogonality is a symmetric relation.
The orthogonality property is then the determining factor.
Under this new regime orthogonality became undesirable.
The orthogonality of cosines has to do with the formula.
It causes the loss of orthogonality between the subcarriers.
The orthogonality between overlapping transmissions might be comprised.
The systematic hierarchical orthogonality relation is thus preserved.
The orthogonality property in this case.
And satisfies the orthogonality relation.
See also
Orthogonality and ambiguity function.
It is justified by the orthogonality of σ and π orbitals in planar molecules.
Orthogonal vectors exhibit orthogonality.
Parallelism and orthogonality between lines and planes.
These theorems can be proven using the orthogonality property.
The double orthogonality condition is met.
We would like to minimize the angle distortion to preserve orthogonality.
The property orthogonality between carriers is lost however.
It also causes an error of orthogonality.
Because of the orthogonality at the boundary.
These tones are spaced apart at precise frequencies to provide orthogonality.
The subcarriers maintain orthogonality at the frequency dimension.
The orthogonality properties will be discussed below in more detail.
The claimed orthogonality follows.
Orthogonality makes it easier to understand what happens when things combine.
Often this is an orthogonality issue.
Frequency orthogonality is achieved by transmitting pilots on disjoint sets of subbands.
Another solution is to recall that orthogonality implies linear independence.
Orthogonality between functions.
The reasons for this orthogonality will be explained later.
Orthogonality relations of characters.
M so as to fulfill the orthogonality requirement.
The orthogonality minimizes the interference between the code channels.
Xenobiological systems are designed to convey orthogonality to natural biological systems.
The choice of orthogonality product used to establish the eigenmode base.
In the absence of reflexivity we have to distinguish left and right orthogonality.
There is then orthogonality of the links at the satellite level.
The eigenvectors have very important properties called orthogonality properties.
By the orthogonality relations.
Parallelism and orthogonality.
The orthogonality of the composite signals can be achieved in several ways.
This notion is also used to define an orthogonality criterion required for optimization.
Orthogonality of factors.
We can take advantage of the orthogonality properties by premultiplying this equation by.
Orthogonality for the channels is further a demand in the solving of problem above.
