2015 IEEE International Conference on Communications (ICC) 2015
DOI: 10.1109/icc.2015.7248876
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On cyclostationary analysis of WiFi signals for direction estimation

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Cited by 14 publications
(4 citation statements)
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“…reduces the spatial domain, thus minimizing the feature dimensionality by maintaining the spatial features. In our model, max-pooling layers are used as computed by equation (13), where the input is x, the window size is p, and s denotes the stride value.…”
Section: Spectrum Monitoring Using Spectrumnetmentioning
confidence: 99%
“…reduces the spatial domain, thus minimizing the feature dimensionality by maintaining the spatial features. In our model, max-pooling layers are used as computed by equation (13), where the input is x, the window size is p, and s denotes the stride value.…”
Section: Spectrum Monitoring Using Spectrumnetmentioning
confidence: 99%
“…A selection of hardware prototypes were built for reception of the arbitrary-phase HOPS spread spectrum waveform [16] and implemented on an Intel Arria 10 SoC FPGA, including: (1) a brute-force 3 matched-filter model, (2) a 1-bit truncated coefficients model, (3) a truncated coefficients model with λ = √ 2/2 pruning, and (4) a truncated pruned coefficients model with 4× folded correlation taps. The HOPS signals are 3 The hardware prototype HOPS system employs an 8 symbol preamble and 175 chip spread ratio. Since the Arria 10 FPGA is limited to 3374 multipliers, the 3 • 8 • 175 = 4200 multiply operations required by the brute-force design are clocked at a higher rate to fit on the device.…”
Section: Hardware Prototype Validationmentioning
confidence: 99%
“…The design of burst-mode communication systems presents additional challenges over that of a standard continuous data link, in particular due to the need to re-acquire the signal on a burst-by-burst basis. In low-power devices, such as those suitable for Internet of Things (IoT), burst-mode waveforms traditionally employ techniques to make the acquisition preamble as easy to receive as possible, typically by embedding pilot tones [1], repeated cyclic prefixes [2], cyclic autocorrelation functions [3], soft-handoff between spreading codes [4], Barker-sequence / short preamble repetition [5], maximal-likelihood estimation [6], and/or variations of matched-filter techniques [7], [8]. Virtually all of these approaches rely on an inherent cyclostationary signal feature of the preamble bursts, facilitating blind detection and/or exploitation by an unintended receiver.…”
Section: Introductionmentioning
confidence: 99%
“…Including this property in signal processing algorithm design can improve the performance of existing algorithms, especially the DOA estimation algorithms. Several algorithms have been proposed in the literature along this line [5][6][7]. Instead of using the correlation matrix as being done in conventional methods, these cyclostationarity-based algorithms require estimating the cyclic correlation (CCO) matrix to reflect the cyclostationarity of incoming signals which can be one of the following three cases: (1) having baud rates or (2) being modulated by a carrier signal in the way that they are used in radar and radio communication applications or (3) both.…”
Section: Introductionmentioning
confidence: 99%