2014 21st International Conference on Telecommunications (ICT) 2014
DOI: 10.1109/ict.2014.6845085
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Downlink interference estimation without feedback for heterogeneous network interference avoidance

Abstract: Abstract-In this paper, we present a novel method for a base station (BS) to estimate the total downlink interference power received by any given mobile receiver, without information feedback from the user or information exchange between neighbouring BSs. The prediction method is deterministic and can be computed rapidly. This is achieved by first abstracting the cellular network into a mathematical model, and then inferring the interference power received at any location based on the power spectrum measuremen… Show more

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Cited by 10 publications
(19 citation statements)
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“…In [13], an interference estimation technique that does not require information sharing between BSs or UEs was devised based on each BS sensing the spectrum and estimating the number of co-channel transmissions in a defined observation zone. By estimating the number of cochannel transmitters and knowing the cell density in the region, the average channel quality at any random point in a coverage area can be inferred.…”
Section: A Inference Frameworkmentioning
confidence: 99%
“…In [13], an interference estimation technique that does not require information sharing between BSs or UEs was devised based on each BS sensing the spectrum and estimating the number of co-channel transmissions in a defined observation zone. By estimating the number of cochannel transmitters and knowing the cell density in the region, the average channel quality at any random point in a coverage area can be inferred.…”
Section: A Inference Frameworkmentioning
confidence: 99%
“…The parameters for the above equations are as follows: W is the AWGN power, H is the fading gain, P is the transmission power, Λ is the density of the transmitters, λ is the frequency dependent pathloss constant, r j,j is the distance between the transmitter and receiver D2D UEs, Ψ is the radius of the network coverage area for which an accurate BS density Λ can be determined [20], and α is the pathloss distance exponent. Typically, the aggregate interference power is significantly higher than the additive noise power W , and one can be assumed that the noise power is negligible.…”
Section: D2d Ues Distribution and Receiver Sinrmentioning
confidence: 99%
“…The distance between the UE and the first interfering eNB is then estimated with the mean, median and mode estimators (Eq (11) (12) and (13)), based on the RSRP measured at the UE level. Since the RSRP is measured over one RE and not over all the considered bandwidth, then the performance evaluation is given with distance estimated according to: (i) one RSRP measurement (i.e., the worst case) and (ii) an average RSRP value, obtained from the RSRPs measured on the Positioning Reference Signals (PRS) in the considered bandwidth as defined in the standard [21].…”
Section: Evaluation Of the Location-dependent Ici Estimation Modementioning
confidence: 99%
“…end for 2-u k ranks the RSRPs: V = sort(RSRP (k,i) ), 3-u k identifies the donor eNBs V (1), 4-u k identifies the most interfering eNB V (2) and estimate its ranger (i,k) using Eq. (11) (12) and (13) …”
Section: Algorithm 1 Location Dependent Ici Estimation Algorithmmentioning
confidence: 99%
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