CN113486301B - Method for extracting network ecological factors - Google Patents

Method for extracting network ecological factors Download PDF

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CN113486301B
CN113486301B CN202110751763.XA CN202110751763A CN113486301B CN 113486301 B CN113486301 B CN 113486301B CN 202110751763 A CN202110751763 A CN 202110751763A CN 113486301 B CN113486301 B CN 113486301B
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陈劼
马绪峰
安杰
韩冰
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University of Electronic Science and Technology of China
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Abstract

The invention belongs to the technical field of communication, and particularly relates to a method for extracting a network ecological factor. The method mainly comprises the steps of firstly obtaining a network factor set X of factors influencing the environment, network elements, users and the like of a future network architecture, and then constructing a base network factor model by adopting random vectors which cannot be observed, namely network common factors; calculating sample mean from network factor data array
Figure DDA0003144923390000011
A sample covariance matrix S and a sample correlation matrix R; solving the eigenvalue and the standardized eigenvector of a sample correlation matrix R of the network factor; solving a network factor load matrix A of the network factor model; and (4) carrying out rotation transformation on the network factor load matrix by using a factor rotation method to obtain a rotated network factor load matrix, and finally extracting the network ecological factors. The invention has the beneficial effects that: the amount of data that the network needs to process is greatly reduced.

Description

Method for extracting network ecological factors
Technical Field
The invention belongs to the technical field of communication, and particularly relates to a method for extracting a network ecological factor.
Background
The wireless environment is a very important factor affecting mobile communication networks. The variety of wireless environments is also very complex. First, consider the location of a web site, such as whether the site is located in the air, sky, ground, or sea, whether it is a city or countryside, whether it is a mountain, plain, forest, or sea; secondly, the speed of the mobile terminal is high speed, medium speed or low speed, etc.; finally, what the data related to the user is, such as whether the user model is dense or sparse, user preference tendencies, and the like.
No matter how the architecture of the mobile communication network changes, the basic factors which are separated to influence the network architecture are the environmental factors, the network element factors, the user factors and the like. The environment factors correspond to models in different classification modes due to different classification modes, such as an urban environment model and a rural environment model, a mountain environment model and a forest environment model, a marine environment model and an aerospace environment model and the like; the network element factors relate to network element capacity, network element speed and the like, wherein the network element capacity refers to the processing capacity of network equipment or a terminal; user factors are primarily related to user models such as user demand, user density, user preferences, user speed, etc.
These factors are only qualitative indications. Nowadays, the comprehensive application of artificial intelligence technology in future networks is well known in the industry, but for real implementation, the factors are required to be mathematically modeled and converted into data which can be identified and processed by a computer. All variables involved in the mathematical modeling process of possible factors affecting the future network structure are defined as network factors.
The aforementioned differences of the wireless environments bring differences of wireless environment propagation models, but the differences are only one of factors influencing the design of future network structures. In fact, there are also a large number of influencing factors in future networks, such as network elements, users, etc. By further analyzing a plurality of elements related to the factors, more network factors influencing the setting of the network station and the configuration of the station parameters can be obtained, so that a large number of network factors influencing the future network topology design such as the selection of the type, the position and the number of the stations and the configuration of the future network parameters (such as the working frequency of the stations, the channel configuration parameters, the channel allocation parameters, the switching conditions, the antenna configuration and the like) can be obtained.
However, there may be some associations between the network factors, so that their effects on the network are not independent of each other. And the factors which are independent from each other or really influence the network independently are screened from the possible network factors through certain theoretical modeling, and are defined as the network ecological factors.
Disclosure of Invention
Aiming at the problems, the invention provides a method for extracting a network ecological factor from a network factor, which is how to extract the network ecological factor from a plurality of network factors.
The technical scheme of the invention is as follows:
(1) firstly, obtaining a network factor set X of factors influencing the environment, network elements, users and the like of a future network architecture:
X={X1,X2,...,Xp}′
wherein X is a random vector of observable network factors, wherein X ispThe network factor is the p-th network factor, and the network element factor, the user factor and the like are indicated;
then, adopting random vectors which cannot be observed, namely network public factors, to construct a base network factor model;
(2) calculating sample mean from network factor data array
Figure BDA0003144923370000021
A sample covariance matrix S and a sample correlation matrix R;
(3) obtaining a factor load matrix A of the network factor model according to the correlation matrix R;
(4) and extracting the network ecological factors.
The invention has the beneficial effects that: the amount of data that the network needs to process is greatly reduced.
Drawings
Fig. 1 is an example of factors affecting a network.
Fig. 2 is a schematic diagram of the extraction from the network factors to the network ecological factors.
Detailed Description
The present invention will be described in detail with reference to examples.
Examples
As shown in fig. 1, in the method of this embodiment, a network factor set X that affects factors such as environment, network elements, and users of a future network architecture is obtained first: x ═ X1,X2,...,Xp}′
Wherein X is a random vector of observable network factors, wherein X ispThe p-th network factor refers to environment factor, network element factor, user factor, etc., and the mean value is e (x) ═ μ12,...,μp) Assistant prescriptionThe difference matrix is d (x) ═ Σ.
Let F ═ F1,F2,...,Fm)′(m<p) is an unobservable random vector, E (F) 0, D (F) ImIf epsilon is equal to (epsilon)12,...,εp) ' is independent of F, and E (ε) ═ 0,
Figure BDA0003144923370000031
assume that network factor X can be expressed as:
Figure BDA0003144923370000032
the above formula can be expressed as a matrix:
X=μ+AF+ε (2)
wherein F ═ F1,F2,...,Fm) ' is a common factor of the network factor X, e ═ e [ (. epsilon. ])12,...,εp) ' is a special factor of the network factor X, A ═ aij)p×mFor a coefficient matrix to be estimated, called network factor load matrix, aijThe load of the ith variable on the jth network factor is referred to as (i 1.. cndot.p.; j 1.. cndot.m).
(II) calculating sample mean value by network factor data array
Figure BDA0003144923370000037
A sample covariance matrix S and a sample correlation matrix R.
Let the sample data array be
Figure BDA0003144923370000033
Then the sample mean is
Figure BDA0003144923370000034
Sample covariance matrix of
Figure BDA0003144923370000035
Wherein
Figure BDA0003144923370000036
The sample correlation matrix is
R=(rij) (6)
Wherein
Figure BDA0003144923370000041
(III) solving a factor load matrix A of the network factor model according to the sample correlation matrix R
(IV) extracting the network ecological factors, as shown in figure 2:
in the formula (2), it is assumed that
Figure BDA0003144923370000042
Following an (m + p) metanormal distribution, then:
Figure BDA0003144923370000043
it also follows a (m + p) normal distribution, from which the mean and covariance matrices can be derived as:
Figure BDA0003144923370000044
Figure BDA0003144923370000045
under the conditions given by X, the conditional mathematical expectation for F is
Figure BDA0003144923370000046
(10) Can be represented as
Figure BDA0003144923370000047
Or
Figure BDA0003144923370000048
By using
Figure BDA0003144923370000049
R is used to obtain a factor score instead of μ, A, Σ in the formula (10), and X is therefore usedjIs scored as
Figure BDA00031449233700000410
(13) In (1)
Figure BDA0003144923370000051
Namely the network ecological factor.

Claims (1)

1. A method for extracting network ecological factors is characterized by comprising the following steps:
s1, acquiring a network factor set X of the environment, the network elements and the users influencing the network architecture:
X={X1,X2,...,Xp}′
wherein X is a random vector of observable network factors, wherein X ispThe p-th network factor has the mean value of E (X) mu (mu)12,...,μp) The covariance matrix is d (x) ═ Σ;
if F ═ F1,F2,...,Fm) ' is a random vector that is not observable, m<p,E(F)=0,D(F)=ImAnd a special factor of epsilon ═ epsilon12,...,εp) Is independent of F, and
Figure FDA0003144923360000011
σ2for the variance of a particular factor, the network factor X is expressed as:
Figure FDA0003144923360000012
the above formula can be expressed as a matrix:
X=μ+AF+ε
wherein A ═ aij)p×mFor a coefficient matrix to be estimated, called network factor load matrix, aijThe load of the ith variable on the jth network factor, i 1., p; j 1, a, m;
s2, calculating sample mean value by network factor data array
Figure FDA0003144923360000013
Sample covariance matrix S and sample correlation matrix R:
let the sample data array be
Figure FDA0003144923360000014
Where n is the number of samples, the mean of the samples is
Figure FDA0003144923360000021
The sample covariance matrix is
Figure FDA0003144923360000022
Wherein
Figure FDA0003144923360000023
The sample correlation matrix is
R=(rij)
Wherein
Figure FDA0003144923360000024
S3, obtaining a factor load matrix A of the network factor model according to the correlation matrix R;
s4, suppose
Figure FDA0003144923360000025
Following an (m + p) metanormal distribution, then:
Figure FDA0003144923360000026
it also follows a (m + p) normal distribution, from which the mean and covariance matrices can be derived as:
Figure FDA0003144923360000027
Figure FDA0003144923360000028
under the conditions given by X, the conditional mathematical expectation for F is
Figure FDA0003144923360000029
Is shown as
Figure FDA0003144923360000031
Or
Figure FDA0003144923360000032
By using
Figure FDA0003144923360000033
R replaces μ, A, Σ in the formula to find a factor score, so XjIs scored as
Figure FDA0003144923360000034
Obtained by
Figure FDA0003144923360000035
Namely the network ecological factor.
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US20100122070A1 (en) * 2008-11-07 2010-05-13 Nokia Corporation Combined associative and distributed arithmetics for multiple inner products
FI126426B (en) * 2012-08-23 2016-11-30 Teknologian Tutkimuskeskus Vtt Oy METHOD AND EQUIPMENT FOR THE RECOMMENDATION SYSTEM TOKENEN EXCHANGE

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CN104363127A (en) * 2014-11-28 2015-02-18 广东电网有限责任公司电力调度控制中心 Method for building electric power communication network based on grid influence factor
CN105893658A (en) * 2016-03-28 2016-08-24 同济大学 Complex product ecological network modeling method based on complex network

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