Orthogonality

It’s ridiculous, but it’s an example of the orthogonality thesis.

In other words, the term orthogonality means that operations change only one thing without affecting other parts of the code.

Some of the benefits of the single responsibility principle include orthogonality, high cohesion, and low coupling.

A CDM (synchronous CDMA), TDMA, or FDMA receiver can in theory completely reject arbitrarily strong signals using different codes, time slots or frequency channels due to the orthogonality of these systems.

Because of the orthogonality property of the carrier signals, it is possible to detect the modulating signals independently.

Here, the projections are accomplished by the orthogonality of the solenoidal and irrotational function spaces.

Implementation using the FFT algorithm The orthogonality allows for efficient modulator and demodulator implementation using the FFT algorithm on the receiver side, and inverse FFT on the sender side.

Such properties include the completeness, orthogonality, Plancherel/Parseval, periodicity, shift, convolution, and unitarity properties above, as well as many FFT algorithms.

Synchronous CDMA exploits mathematical properties of orthogonality between vectors representing the data strings.

The process is repeated until the chain of almost orthogonality breaks, and the number of such pairwise almost orthogonal vectors (length of the chain) is recorded.

There are no specific input or output instructions; the PDP-11 uses memory-mapped I/O and so the same move instruction is used; orthogonality even enables moving data directly from an input device to an output device.

Therefore, the notion of ε-orthogonality is used.

These new gammas will themselves satisfy the Clifford relations, because of the orthogonality of the Lorentz transformation.

They also provide the means of defining orthogonality between vectors (zero inner product).

This fact is usually represented in vector space models by the orthogonality assumption of term vectors or in probabilistic models by an independency assumption for term variables.

Various researchers have proposed different choices of eigenvectors, selected to satisfy useful properties like orthogonality and to have "simple" forms (e.