Masterarbeit, 2019
145 Seiten, Note: Master Degree
1. Chapter 1: Introduction
1.1 Motivation
1.2 Problem Statement
1.3 Thesis Objectives
1.4 Thesis Organization
2. Chapter 2: Cognitive Radio and Spectrum Sensing Techniques
2.1 Introduction
2.2 Cognitive Radio
2.2.1 Main functions
2.2.2 Physical architecture
2.2.3 Effective applications
2.3 Spectrum Sensing Techniques in Cognitive Radio
2.3.1 Dynamic spectrums sensing
2.3.2 Spectrum sensing challenges
2.3.3 Classification of spectrum sensing techniques
2.3.4 Matched filter
2.3.5 Cyclostationary detection
2.3.6 Energy detection
2.3.7 Multi-taper detection
2.3.8 Comparison study: literature review
3. Chapter 3: Multi-taper Detector in CR Networks
3.1 Introduction
3.2 Bias Variance Dilemma
3.3 Theory of Multi-taper Detection
3.3.1 The estimation process of multi-taper detection
3.4 Applied Singular Value Decomposition (SVD) MTM
3.5 Weighting MTM
3.6 Compressive SVD-MTM Sensing
3.7 Autocorrelation-MTM Sensing
3.8 Setting Optimized Working Parameters
3.9 Related Work to the Analytical Closed – Form Approach
4. Chapter 4: Multi-taper Detector Performance in an Analytical Form
4.1 Introduction
4.2 General Model of Spectrum Sensing
4.3 System Model
4.4 Proposed Statistical Mean and Variance Models
4.5 Proposed Sensing Scheme Analytical Model
4.6 Test Statistics (ε) of MTM
4.7 Proposed Correction Factor for the Test Statistic
5. Chapter 5: Simulation Results and Discussion
5.1 Introduction
5.2 Verification Processes Approaches
5.3.1 Verification using the first approach
5.3.2 Verification using the second approach
5.3.3 Proposed model versus the model reported in [7]
5.3 Simulation Scenarios
6. Chapter 6: Conclusions and Suggestions for Future Work
6.1 Brief Summary
6.2 Conclusions
6.3 Suggestions for Future Work
The primary objective of this thesis is to enhance the performance of spectrum sensing in cognitive radio networks by developing a reliable, simple, and computationally efficient analytical closed-form approach for multi-taper spectrum sensing, thereby overcoming the implementation complexities associated with existing methods.
3.2 Bias - Variance Dilemma
The Bias and Variance are two important factors to measure the goodness of spectrum detection. The Bias measures how estimator predictions are far from the correct values, while the Variance measures the variability of estimator predictions from a given data point. Also, low-biased estimators tend to have high variance and low variance estimators tend to have high bias.
In the spectral estimation literature [13, 45], the estimation process is suffering from the bias-variance dilemma, which encompasses a trade-off between two parameters:
1. Bias of the power-spectrum estimate of a time series, due to the sidelobe leakage phenomenon, is reduced by windowing the time series.
2. Variance of the estimate is increased as a cost incurred by this improvement, which is due to the loss of information resulting from a reduction in the effective sample size due to windowing (tapering).
This dilemma was resolved by mitigating the loss of information due to tapering by using of multiple orthonormal tapers known as Discrete Prolate Spheroidal Sequences (DPSS) with averaging. This idea which is known as multi-taper estimation technique was first applied to spectral estimation by Thomson [40].
Chapter 1: Introduction: Introduces the motivation behind the research, states the problem regarding existing spectrum sensing complexities, and outlines the thesis objectives and organization.
Chapter 2: Cognitive Radio and Spectrum Sensing Techniques: Provides background on cognitive radio, details its main functions and architecture, and summarizes various spectrum sensing techniques including Matched filter, Cyclostationary, Energy, and Multi-taper detection.
Chapter 3: Multi-taper Detector in CR Networks: Explores the Multi-taper method as a solution to the bias-variance dilemma and discusses theoretical aspects including Slepian sequences and the estimation process.
Chapter 4: Multi-taper Detector Performance in an Analytical Form: Formulates the analytical study for the Multi-taper detector, deriving expressions for mean, variance, and the proposed correction factor for the test statistic.
Chapter 5: Simulation Results and Discussion: Presents validation through MATLAB simulations, comparing the theoretical model results with simulated data and other benchmarks.
Chapter 6: Conclusions and Suggestions for Future Work: Summarizes the key achievements, highlights the improvements in detection accuracy, and suggests avenues for further research.
Cognitive radio networks, Multi-taper detection, AWGN channel, Receiver Operating Characteristics (ROCs), Probability Density Function (PDF), Spectrum sensing, Bias-Variance dilemma, Slepian sequences, Closed-form expression, MATLAB simulation, Energy detection, Interference temperature, Computational complexity, Signal-to-Noise Ratio (SNR), False alarm probability.
The thesis focuses on enhancing the performance of multi-taper spectrum sensing in cognitive radio networks by deriving efficient, closed-form analytical expressions for the detector's performance.
The thesis prioritizes the Multi-taper (MTM) spectrum sensing technique due to its superior capability in balancing the bias-variance trade-off.
The primary goal is to develop a simple, reliable, and computationally efficient analytical detection approach that avoids the implementation complexities of earlier numerical methods.
The proposed analytical model is validated through intensive MATLAB-based Monte Carlo simulations, comparing simulated results against the derived theoretical expressions.
Accuracy is ensured by introducing a proposed empirical correction factor (Cf) to the test statistic, which significantly reduces the deviation between theoretical and simulated results.
The research is applied to wireless communication systems, specifically focusing on Cognitive Radio (CR) networks to optimize frequency resource utilization.
The proposed model is shown to outperform standard Energy Detection in terms of detection rate and required sample size under various signal-to-noise ratio (SNR) conditions.
Slepian sequences (data tapers) are used to concentrate signal energy within a chosen bandwidth, which is fundamental to the Multi-taper method's ability to resolve the bias-variance dilemma.
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