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WO2008153798A2 - Inférence/prédiction d'état de voie utilisant des variables observables - Google Patents

Inférence/prédiction d'état de voie utilisant des variables observables Download PDF

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Publication number
WO2008153798A2
WO2008153798A2 PCT/US2008/006745 US2008006745W WO2008153798A2 WO 2008153798 A2 WO2008153798 A2 WO 2008153798A2 US 2008006745 W US2008006745 W US 2008006745W WO 2008153798 A2 WO2008153798 A2 WO 2008153798A2
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WO
WIPO (PCT)
Prior art keywords
data packet
error rate
bit error
data packets
given
Prior art date
Application number
PCT/US2008/006745
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English (en)
Other versions
WO2008153798A3 (fr
Inventor
Shirish S. Karande
Syed Ali Khayam
Yongju Cho
Hayder Radha
Jaegon Kim
Jin-Woo Hong
Original Assignee
Board Of Trustees Of Michigan State University
Electronics And Telecommunications Research Institute
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
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Publication date
Application filed by Board Of Trustees Of Michigan State University, Electronics And Telecommunications Research Institute filed Critical Board Of Trustees Of Michigan State University
Publication of WO2008153798A2 publication Critical patent/WO2008153798A2/fr
Publication of WO2008153798A3 publication Critical patent/WO2008153798A3/fr

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Classifications

    • HELECTRICITY
    • H04ELECTRIC COMMUNICATION TECHNIQUE
    • H04LTRANSMISSION OF DIGITAL INFORMATION, e.g. TELEGRAPHIC COMMUNICATION
    • H04L1/00Arrangements for detecting or preventing errors in the information received
    • HELECTRICITY
    • H04ELECTRIC COMMUNICATION TECHNIQUE
    • H04LTRANSMISSION OF DIGITAL INFORMATION, e.g. TELEGRAPHIC COMMUNICATION
    • H04L1/00Arrangements for detecting or preventing errors in the information received
    • H04L1/20Arrangements for detecting or preventing errors in the information received using signal quality detector

Definitions

  • FIELD [0001] The present disclosure relates generally to channel state inference and/or prediction using observable variables.
  • Figures 1A and 1 B are diagrams of exemplary topologies for wireless trace collection
  • Figures 2A-2F are charts illustrating average statistics deduced from error traces
  • Figure 3 is a graph showing the average value of BER over corrupted packets as a function of SSR;
  • Figure 4 is a flowchart illustrating a method for deriving models for estimating BER of a data packet;
  • Figure 5A and 5B are charts showing the concentration gains for two exemplary traces
  • Figure 6 is a chart illustrating the temporal correlation in BER between data packets
  • Figure 7 is a flowchart illustrating a method for predicting the BER of a data packet.
  • Figures 8A and 8B are graphs showing the concentration loss for two exemplary traces.
  • the drawings described herein are for illustration purposes only and are not intended to limit the scope of the present disclosure in any way. DETAILED DESCRIPTION
  • FIG. 1A A measurement based study of 802.11b wireless LANs is presented that analyzes the utility of observable variables in channel state inference and prediction.
  • Figures 1A and 1 B Two wireless setups for collecting error traces as shown in Figures 1A and 1 B.
  • Figure 1A five wireless receivers were used to simultaneously collect error traces on an 802.1 1 b WLAN.
  • One receiver was placed within clear line-of-sight (LoS) of the access point (AP), while the remaining four receivers were placed at different locations in a room across the hallway (referred to herein as setup A).
  • LiS line-of-sight
  • setup B six receivers were used to simultaneously collect error traces (referred to herein as setup B).
  • a wired sender was used to send multicast packets with a predetermined payload on the wireless LAN; multicasting disabled MAC layer retransmissions.
  • Each experiment comprised of one million packets with a payload of 1,000 bytes each.
  • the auto rate selection feature of the AP was disabled and for each experiment the AP was forced to transmit at a fixed data rate.
  • Each trace collection experiment was repeated for 5.5 and 11 Mbps physical layer (PHY) data rates. For each PHY data rate and for each SETUP, we collected traces for two distinct packet transmission rates.
  • PHY physical layer
  • the transmission rate is controlled by adjusting the time interval * between packets.
  • setup A we collected traces at 500 Kbps and 1024 Kbps, while in Setup B we collected traces at 750 Kbps and 900 Kbps.
  • Setup B we collected traces at 750 Kbps and 900 Kbps.
  • Table I describes the numbering we shall use for the remainder of the work.
  • the receivers' MAC layer device drivers were modified to pass corrupted packets to higher layers.
  • packet dissectors were implemented inside the device drivers. These packet dissectors ensured that only packets pertinent to our wireless experiment are processed, while all other packets are simply dropped.
  • three additional parameters were logged at the receivers:
  • Background traffic A four byte number representing the total number of background packets observed between two trace packets;
  • FIGS. 2A-2F show some of a set of average statistics deduced from the error traces we consider in this work. These average statistics should provide a good representation of the wireless environment in which we have conducted our experiments.
  • Figure 2A and 2D show ⁇ the proportion of packets that were corrupted
  • Figure 2B and 2E show the average value of SSR
  • Figure 2C and 2F show the average value of BT intensity p.
  • trace 3 and 20 which correspond to the LOS client have a very good link quality and rarely see any packet corruptions. Thus we often exclude these traces from our analysis.
  • the value of p was less than 50 packets/s for most traces but for certain traces the intensity can be well above 200 packets/s. Comparing the plots for 5.5MBps and 11 MBps it can be seen that the long-term average value of SSR for a specific link does not vary significantly, however the same cannot be said about the BT. Additionally, note that as expected the packet corruption ratio is lower when the PHY data rate is 5.5Mbps as compared with the 11 Mbps traces.
  • CSI we specifically refer to a problem where we want to estimate the BER in a packet that has already been received. Accuracy of such estimates plays an important role in soft-decoding algorithms and can also be important for a variety of other reactive protocols.
  • Figure 3 shows the average value of BER ( ⁇ ), over all the corrupted packets as a function of SSR, for the cases when there is no BT and when there is heavy BT.
  • BER in the packet is ⁇ .
  • * is made up of binary symbols and the probability distribution on these symbols is completely defined by the parameters . All the discussion in this section is strictly for the case of binary symbols and often we shall use ⁇ to actually represent the probability distribution on the binary symbols.
  • f( ⁇ , ⁇ can be interpreted as a "loss in capacity" on account of assuming that the binary process ⁇ x is governed by the Bernoulli parameter ⁇ when it is actually governed by ⁇ .
  • This "capacity loss” interpretation can occur, for example, if additional information needs to be transmitted to compensate for the distance o( ⁇
  • a data set A which is a set of packets, enforces a probability distribution / > A (-) on the types ⁇ ⁇ or on the parameter ⁇ . / > A ( ⁇ ) represents the frequency with which a packet of type ⁇ ⁇ is observed in a data set A .
  • Our approach is based on choosing a representative type r. for a set A so that the average cost of mis-representing members of A by type T- is minimized.
  • Models are derived from a plurality of data packets which serve as training data and are indicative of the data link over which data packets traverse.
  • Each data packet in the training data is labeled at 41 with at least one observable parameter, such as SSR and/or BT, and actual bit error rate for the packet. It is understood that this technique may be extended to other types of observable parameters associated with a data packet.
  • Data packets having similar observable parameters are grouped together at 42 to form groups of data packets.
  • groups are empirically formed. However, it is envisioned that other techniques for grouping the data packet may be employed.
  • a cost function for estimating bit error rate is defined at 43 in the manner described above. For each group of data packets, the cost function is then minimized at 44, thereby determining an estimated bit error rate for data packets having the observable parameter associated with the given group of data packets.
  • a corresponding model is selected based on its observable parameters. This technique may be used to develop models for estimating other types of unobservable parameters of a data packet from freely observable parameters associated with the data packet.
  • N simply represents the total number of packets in each trace.
  • SSR SSR
  • p side-information to obtain the estimate S, .
  • S 1 S(SSR 1 )
  • S 1 S(P 1 )
  • S,(I) S(SSR,,P, ) . Since we are concentrating all our analysis on corrupted packets it is implicit that Z is always being used as side-information.
  • Figure 5A and 5B show the concentration gains for 5.5Mbps and 11 Mbps, respectively. It can be clearly seen that both BT and SSR can provide concentration gains. Note a gain of 3dB implies an improvement in concentration by a factor of 2. Thus for 14/22 traces collected at 11 Mbps and for 10/22 traces collected at 5.5MBps, utilizing SSR as side-information can improve the accuracy of estimating BER by at least a factor of 2. It can be clearly seen that on some traces the improvement is in excess of 24 dB which corresponds to an improvement in concentration by a factor greater than 250. Thus clearly the improvement in CSI by just utilizing SSR, despite the presence of BT, can be significant in many practical scenarios.
  • the gains provided by BT are modest. However, there still exist a few traces, e.g. 6, 1 1 , 14, 19, 21 at 11 Mbps and 11 , 12, 16 at 5.5Mbps where the gain is close to or above 3dB. In certain cases it is possible to combine SSR and BT, to jointly use them as side-information, to achieve further gains. For example, see traces 11 and 14 for 11 Mbps, and traces 11 , 12 and 16 for 5.5Mbps.
  • An accurate estimate for BER of a data packet has many uses.
  • One exemplary use is to improve the error recovery process for corrupt data packets received in a wireless communication system.
  • the BER is estimated for each individual data packet received at a receiver.
  • the BER is estimated at a data link layer of the receiver or some other layer receiver below an application layer as defined by an Open System Interconnection (OSI) model.
  • OSI Open System Interconnection
  • the BER for each data packet is then passed to an application layer of the receiver and an error recovery operation is performed in relation to a corrupt data packet using the BER associated with the corrupt data packet. More specifically, the BER is translated to a probability that a given bit in the data packet is in error and this probability is in turn used to decode each bit within the corrupt data packet.
  • CSP channel state prediction
  • the CSP can be employed or communicated to the transmitter with the help of feedback.
  • robust CSP can be used for controlling the rate of source and channel codes.
  • Figure 3 shows the correlation coefficients calculated on the basis of the BER process.
  • the coefficient can be calculated simply as r_ g t ⁇ g
  • Figure 6 clearly exhibits the existence of temporal correlation (at times significant).
  • Temporal correlation in BER between two adjacent packets can be be taken advantage of to predict the BER in the future packet. This can be done in a simplistic manner by utilizing the BER in the current packet as an estimate for the BER in the next packet:
  • the model may be a Markov model.
  • Other types of statistical models such as Hidden Markow models, hierarchical Markov models or multifractal models, are contemplated by this disclosure.
  • Model based predictor that obtained from equation (8) as SSR based predictor and that that obtained from (9) as SSR + Model based predictor. It is readily understood that other type of observable parameters, including B, may be used as side-information.
  • this method for predicting the BER of a given data packet may be summarized as follows. Another data packet temporally correlated to the given data packet is received 71 at a receiver. For instance, the another data packet immediately precedes the given data packet.
  • a bit error rate for the another data packet is estimated at 72 using variable freely observable in the manner described above. Other techniques for estimating the bit error rate of the another data packet are also within the broader aspects of this disclosure.
  • the bit error rate for the given data packet is then determined at 73 using a model that predicts the bit error rate based on the estimated bit error rate of the temporally correlated data packet.
  • Equation (10) we limit the analysis for our predictors to only predicting errors in the corrupted packets. However, our methods can be easily generalized by developing a packet level model for predicting the event of a packet being corrupted. Also note that in equation (10) N n just merely represents the number of times we see two consecutive corrupted packets in trace
  • Model specifically refers to the predictor g A ( ⁇ .) obtained by training on trace ⁇ , while Me[SSR, SSR+ Model ⁇ . It is important to note that the SSR models are obtained by training on all the traces.
  • Figure 8A and 8B show the concentration loss 5.5Mbps and 1 1 Mbps respectively. Ideally we would like to limit the concentration loss to less than 3db, at worst to less than 5dB (which represents a loss of concentration by a factor of 3). It can be seen that when we use the SSR based predictor the concentration loss, for 14/20 traces at 11 Mbps and for 12/20 traces at 5.5Mbps, is less than 5dB. These numbers drop to 9 and 6 when we want to limit the concentration loss to approx. 3db or less. Thus even though SSR based predictor can often provide satisfactory prediction, we would desire to have mechanism that provides robust prediction more consistently. Hence, to achieve additional gains a link-specific model can be utilized in conjunction with SSR.

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  • Engineering & Computer Science (AREA)
  • Computer Networks & Wireless Communication (AREA)
  • Signal Processing (AREA)
  • Quality & Reliability (AREA)
  • Detection And Prevention Of Errors In Transmission (AREA)
  • Data Exchanges In Wide-Area Networks (AREA)

Abstract

L'invention concerne la possibilité d'utiliser des variables observables dans l'inférence et la prédiction de l'état d'une voie. Par exemple, des mesures du rapport signal/bruit et du trafic d'arrière-plan peuvent être utilisées pour améliorer la précision de l'inférence de l'état de voie. Un modèle invariant par rapport à la liaison permettant d'estimer le taux d'erreur sur les bits d'un paquet de données est calculé au moyen de paramètres pouvant être observés librement, tels que le rapport signal/bruit et/ou le bruit de fond. On peut aussi obtenir une prédiction en tenant compte de l'estimation, pour un paquet de données en cours, comme prédiction pour un futur paquet de données ou en utilisant un modèle spécifique de liaison qui saisit la corrélation, dans le taux d'erreur sur les bits, de paquets temporellement adjacents.
PCT/US2008/006745 2007-05-30 2008-05-28 Inférence/prédiction d'état de voie utilisant des variables observables WO2008153798A2 (fr)

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KR20080106088A (ko) 2008-12-04
WO2008153798A3 (fr) 2009-02-26
KR101006394B1 (ko) 2011-01-10

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