Sentence examples for diversity of orders from inspiring English sources
The phrase "diversity of orders" is correct and usable in written English.
It can be used to refer to a variety of different types or categories of orders, often in contexts such as business, logistics, or classification systems.
Example: "The company prides itself on the diversity of orders it receives, catering to a wide range of customer preferences."
Alternatives: "variety of orders" or "range of orders".
"We're open to that idea, but a lot of that depends on what consumers want and whether our factories are able to support that diversity of orders," he says.
Cold-water corals were present in high numbers in habitats both on the Antarctic margin and on the current swept seamounts of the Drake Passage, though the diversity of orders varied.
Secondly, the exponential Shannon diversity (diversity of order 1) has the best performance among the individual Hill diversities.
More specifically, PARC achieves diversity of order 3 in the SNR range until 10 dB for N r =2 and diversity of order 5 until SNR = 5 dB for N r =4.
From (16), we conclude that (overline {text {PEP}}^{text {PA}}(d)) is a combination of one factor with diversity of order one (corresponding to the pattern (D_{1} triangleq (d, 0))) and one factor with diversity of order N r +1.
a-d local zeta diversity of zeta order 1 to 4, respectively; e-g the probability of retention (ζn + 1/ζ n ) for zeta order 1 to 3; h normalised zeta diversity (local zeta diversity of order 3 divided by local zeta diversity of order 1 [i.e. by local alpha diversity]).
From the analyzed BER, we analytically show that NCC always achieves a diversity of order two regardless of the channel code and the total number of relays.
Let (x propto overline {gamma }^{-eta }) denote the exponential equivalence, i.e., x achieves diversity of order η, where (overline {gamma }) stands for the general average SNR.
In contrast, NCC always achieve a diversity of order 2, which is direct infer from Theorem 4. A huge SNR gain is therefore achieved by PARC.
By using the definition of diversity order as d = - lim ϱ → ∞ log [ P k * out ] log ϱ, we can verify that the proposed scheduling scheme can achieve a multiuser diversity of order K.
In this paper, we firstly study the BER of NCC via a closed-form expression and analytically show that NCC only achieves diversity of order two regardless of the number of available relays and the channel code.
