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Here we propose a greedy method to find suitable pilot index set.
Let the differential angle at pilot subcarrier index k in symbol number l is ϕ k,l, and x k is the pilot index.
m is an auxiliary variable representing the discrete frequency index from the pilot index range Γ available for the OFDM symbol in question and specified for each DRM Mode distinctly.
The rest of the stages are summarized in the following: For the i th pilot index allocation: 1. Form all N - i + 1 possible i-element subsets by adding an element to P ( i - 1 ) : { P ( i ) } = P ( i - 1 ) ∪ s | s ∈ { 1, …, N } P ( i - 1 ) (22) 2.
The information contained in the next six minutes is an amalgamation of the Economist Intelligence Unit's (EIU) pilot index and global ranking published earlier this year on women's economic opportunity worldwide.
This literature review was the basis for constructing a pilot Index comprising relevant items from established cancer quality of life questionnaires.
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We denote P k = { ( n, k ) | ∀ n } ∩ P as the subset of pilot indexes for a given sub-carrier k.
The optimization problem in (11) is analytically intractable as it requires the joint optimization of pilot indices K p and pilot power distribution λ.
Estimated angles are multiplied with the corresponding known pilot indices and accumulated to get the term ∑x k ϕ k,lin Equation (16).
Then, the beliefs of those subvectors of h rk, corresponding to the pilot indices (mathcal {P}), are computed successively for each k.
Simulation results show the improvement in the MSE of the estimated channel for our proposed pilot allocation method compared to uniformly random insertion of pilots. aThat means all possible choices of pilot indices are equally likely.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com