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Several researches [8, 14, 15] introduce the interference tolerance in their transmission power control architecture.
We first introduce the interference model and the notations (Section 2), then present the fluid model and its validation (Section 3).
From (4), we introduce the interference plus noise covariance matrix Ψ ̂ k ( c ) = σ n 2 + ξ k ( c ) I N + ∑ m ∈ S c ∖ { k } H ̂ k ( c ) G m ( c ) diag P m G m ( c ) H H ̂ k ( c ) H. (14).
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By introducing the interference principle of sound wave, responses under control can be obtained by solving finite element equations of structural acoustic coupling systems.
Before introducing the interference model, we present the concept of transmission range and interference range.
We have introduced the interference susceptibility with a two-layered conflict graph determining the interference potential using co- and adjacent channel edge weights.
Introducing the interference sensibility in the proposed FA algorithms with co-channel and adjacent channel interference modeling, edge weights coefficients, and interference categorization significantly contribute to the algorithm efficiency related to interference reduction compared to benchmark CSUM algorithm, which employs binary interference model.
Apart from the maximum peak at τ = 0, there is another CP-induced peak appeared at about τ = 512, which is used in the proposed estimation method for estimating the subcarrier number K. Around the CC peak, the CC value is not zero due to the time dispersion, which introduces the interference for searching for the CC peak accurately.
Having introduced the interference model, our goal now is to find the bit/power allocation over an OFDM frame composed of N subcarriers and M consecutive time slots, in order to maximize the expected rate, taking into account the macro-users activity.
For each interfering path between the SUs, we designate the conflict edge and introduce the associated interference weight w E determining the level of potential interference between corresponding SUs as follows: begin{array}rcl@ w_{E} = p_{E} cdot w_{N0}, end{array} (17).
Similar to conventional scrambling techniques, a scrambling sequence is applied on the group of symbols to introduce the desirable interference diversity.
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