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Spectrum sensing method based on alpha-divergence of information geometry

An information geometry and spectrum sensing technology, applied in the field of wireless communication, can solve the problems of being easily affected by noise fluctuations, reducing system sensitivity, and high complexity, achieving a simple and practical calculation process, good spectrum sensing stability, and good spectrum sensing efficiency. Effect

Inactive Publication Date: 2018-11-23
GUANGDONG UNIV OF TECH
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AI Technical Summary

Problems solved by technology

However, the received sensing signal in the actual environment includes noise, which will affect the detection performance of traditional spectrum sensing methods
In addition, the disadvantage of the energy detection algorithm is that it is easily affected by noise fluctuations, and the detection performance is very sensitive to the uncertainty of the noise; the disadvantage of the cyclostationary feature detection algorithm is that it has high complexity and reduces the sensitivity of the system; while the matched filter detection The disadvantage of the algorithm is that it needs prior information of the authorized user signal, and its versatility is poor; since the positive definite matrix CFAR detection is based on the Riemann mean (geometric mean) calculation of the clutter power, when the sample data has abnormal values ​​(outliers) When , the Riemann mean (geometric mean) may change greatly, resulting in unstable detection performance

Method used

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  • Spectrum sensing method based on alpha-divergence of information geometry
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  • Spectrum sensing method based on alpha-divergence of information geometry

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no. 1 example

[0047] This embodiment is the first embodiment of the spectrum sensing method based on α-divergence of information geometry, including the following steps:

[0048] S10. Establish a cognitive radio model, and generate N noise covariance matrices R for noise environment simulation k , and take one of them as the unit R to be detected;

[0049] S20. Using the natural gradient descent algorithm to calculate the N noise covariance matrices R in step S10 k Riemann mean

[0050] S30. Calculate the detection unit R in step S10 and the Riemann mean value in step S20 The geometric distance L between

[0051] S40. Set false alarm probability P f , repeat steps S10 to S30 n times in total to obtain n geometric distances L, sort the obtained n geometric distances L in descending order, and calculate the threshold T;

[0052] S50. Perform data sampling on the primary user signal to obtain a known signal matrix, generate several unknown signal covariance matrices through simulation,...

Embodiment 2

[0080] This embodiment is an application embodiment of the spectrum sensing method based on the α-divergence of information geometry in Embodiment 1: In this embodiment, the false alarm probability of a given condition is P fa =0.01, the sampling frequency is P fs =1000, the number of sampling points ns=4000, the α divergence of the information geometry of the present embodiment and the maximum and minimum eigenvalue energy spectrum sensing (MME) are simulated respectively, and the simulation results are as follows figure 2 shown. Depend on figure 2 It can be seen that as the SNR increases, the perceptual performance of the two algorithms improves rapidly, and the perception effect of the α-divergence of the information geometry improves more significantly; when the SNR is the same, the α-divergence based on the information set The detection efficiency is also higher than that of the MME algorithm.

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Abstract

The present invention belongs to the wireless communication method technical field and relates to a spectrum sensing method based on the alpha-divergence of information geometry. The method includes the following steps that: a cognitive radio model is established, a noise environment is simulated, so that N noise covariance matrices Rk are generated, and one of the N noise covariance matrices Rk is adopted as a unit to be detected R; the Riemann mean overlineR of the N noise covariance matrices Rk is calculated through using a natural gradient descent algorithm, a geometric distance L betweenthe detection unit R and the Riemann mean overlineR is calculated; n geometric distances L are sequenced in a descending order, and a threshold value T is calculated; simulation is performed, so thata plurality of unknown signal covariance matrices are generated, and the alpha-divergence of the information geometry is adopted to solve distances D between the signal covariance matrices and a knownsignal matrix in manifold; and the threshold value T is compared with the distances D, if D is larger than T, signals to be sensed exist, otherwise, only noises exist. The method of the invention hasthe advantages of simple and practical calculation process, high spectrum sensing efficiency and high spectrum sensing stability.

Description

technical field [0001] The present invention relates to the technical field of wireless communication methods, and more specifically, to a spectrum sensing method based on α-divergence of information geometry. Background technique [0002] The rapid development of wireless communication technology has brought a lot of convenience to our life, and at the same time, the demand for spectrum resources is also increasing. As a limited natural resource, wireless spectrum is becoming increasingly tense, which restricts the development of wireless communication technology and affects high-quality communication services to a certain extent. At present, the spectrum management systems of various countries are roughly the same, and the available spectrum resources are divided into two parts, including authorized fixed frequency bands and unlicensed frequency bands for open use, and the utilization rate of spectrum resources in different frequency bands is very different; in some The u...

Claims

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Application Information

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Patent Type & Authority Applications(China)
IPC IPC(8): H04B17/391H04B17/336H04B17/382
CPCH04B17/336H04B17/382H04B17/391H04B17/3913
Inventor 杜凯旋王永华万频齐蕾王振学
Owner GUANGDONG UNIV OF TECH
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