CN113381828A - Sparse code multiple access random channel modeling method based on condition generation countermeasure network - Google Patents
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Abstract
A sparse code multiple access random channel modeling method based on a conditional generation countermeasure network relates to the technical field of information and communication, and aims to solve the problem that channel estimation and decoding of a receiver are difficult due to the fact that multi-user information of an existing method is transmitted to the receiver through different dynamic channels. The invention provides a multi-user-oriented conditional generation-based countermeasure network channel modeling scheme aiming at the problem of dynamic channels in the Internet of things. This scheme takes advantage of the good capture and distribution capabilities of CGAN. CGAN is used to model the channel profile to represent the channel effect. The received DNN-SCMA signal corresponding to the pilot symbols is used as part of the condition information. In particular, the method uses a model-free learning method to accurately learn different types of random channel models, and realizes effective acquisition of dynamic channel information in an actual communication scene.
Description
Technical Field
The invention relates to the technical field of information and communication, in particular to a sparse code multiple access random channel modeling technology for a countermeasure network based on condition generation.
Background
The advent of internet of everything (IoE) networks has created a need for higher spectral efficiency and large-scale internet of things (IoT) terminal connectivity. Non-orthogonal multiple access (NOMA) can effectively meet the above requirements. In recent years, many related techniques have been proposed with respect to NOMA to improve performance. Sparse Code Multiple Access (SCMA) is a typical scheme of code domain NOMA, where the input bits of a user are mapped to a multidimensional constellation by designing an optimized codebook. Due to the difference in the number of resources in different communication environments, conventional codebook designs are limited in actual communication scenarios, and it is therefore necessary to manually construct codebooks for all possible actual communication scenarios.
Deep learning techniques have brought about significant performance improvements in many respects. The method of deep learning is applied to many conventional communication system models, such as channel estimation, channel decoding, etc. In addition, communication systems based on deep learning of unknown channels have been developed, where different types of channel effects can be automatically learned through data-driven methods. As a generative model for deep learning, generative countermeasure networks (GANs) can be used to learn the channel Probability Distribution Function (PDF).
Inspired by data-driven approaches, some studies designed a physical layer communication system that employs an end-to-end training strategy to jointly optimize the encoder and decoder networks. The framework based on deep learning can be seen as an Automatic Encoder (AE) system, where the transmitter and receiver are represented by a Deep Neural Network (DNN). Furthermore, deep learning based peer-to-peer communication framework approaches have been applied to SCMA.
Although several DNN-based SCMA (DNN-SCMA) schemes have been proposed to autonomously learn codebook mapping and decoding strategies, various inherent uncertainties of end-to-end training of communication systems make it difficult for SCMA to build a DNN-based end-to-end communication system for actual channels. In addition, SCMA has the main advantages of providing multi-user access and improving spectral efficiency, but it also means that multi-user information is transmitted to the receiver through different dynamic channels, which causes difficulties in channel estimation and decoding at the receiver.
Disclosure of Invention
The invention provides a sparse code multiple access random channel modeling method for a countermeasure network based on condition generation, aiming at solving the problem that the channel estimation and decoding of a receiver are difficult due to the fact that multi-user information of the existing method is transmitted to the receiver through different dynamic channels.
1. A sparse code multiple access random channel modeling method for generating a countermeasure network based on conditions comprises the following steps:
step one, constructing a generator G (z; theta) of the countermeasure networkG) A generator G (z; thetaG) The method comprises the following steps: thetaGParameters for the generator representing weights and offset vectors for the generator;
step two, constructing a discriminator D (x; theta) of the countermeasure networkD) D (x; thetaD) The method comprises the following steps: x is a sample, θDRepresenting the weight and the offset vector of the discriminator as parameters of the discriminator;
step three, according to the generator G (z; theta) of the countermeasure network constructed in the step oneG) And the discriminator D (x; thetaD) Generating a sparse code multiple access random channel model for a conditionally generated countermeasure network,
in the condition-based generation of sparse code multiple access random channel model for a competing network:
generator G (z; theta) of the countermeasure networkG) For: will sample P from the distributionzIs converted into analog samples P conforming to the distributiong。
Arbiter D (x; theta) of the countermeasure networkD) The input D (x; thetaD) Is the actual sample P in the actual data distributionrAnd a generator G (z; theta) of the countermeasure networkG) Generated simulation samples, the discriminators D (x; thetaD) The output of (c) is a probability.
And completing one-time sparse code multiple access random channel modeling of the countermeasure network based on condition generation.
The invention has the following beneficial effects: the invention provides a sparse code multiple access random channel modeling method for generating a countermeasure network based on conditions. The invention provides a multi-user-oriented conditional generation-based countermeasure network channel modeling scheme aiming at the problem of dynamic channels in the Internet of things. This scheme takes advantage of the good capture and distribution capabilities of CGAN. CGAN is used to model the channel profile to represent the channel effect. The received DNN-SCMA signal corresponding to the pilot symbols is used as part of the condition information. Particularly, the method accurately learns different types of random channel models by using a model-free learning method, realizes effective acquisition of dynamic channel information in an actual communication scene, and improves the accessibility of the traditional end-to-end communication system. End-to-end DNN-SCMA was designed in which the multi-user multidimensional constellation and multi-user decoder of SCMA were autonomously learned using AE architecture. The SCMA's end-to-end system model includes a DNN-based encoder, a CGAN channel model, and a DNN-based decoder. End-to-end training is achieved by using Back Propagation (BP). By iteratively training the constituent networks, end-to-end losses can be optimized in a supervised manner. Simulation results show that a DNN-SCMA that generates a channel model for a counterpoise network based on conditions can achieve similar or better results than the DNN-SCMA without knowledge of channel information. Under the channel of the invention, the difficulty of channel estimation and decoding of a receiver is greatly reduced.
Drawings
FIG. 1 is a block diagram of CGAN-based random channel modeling for end-to-end SCMA for deep convolutional networks;
FIG. 2 is a CGAN-based random channel modeling;
FIG. 3 is a graph of BER performance over AWGN channels;
FIG. 4 is a BER performance under Rayleigh channels;
Detailed Description
The technical solutions in the embodiments of the present invention will be clearly and completely described below with reference to the drawings in the embodiments of the present invention, and it is obvious that the described embodiments are only a part of the embodiments of the present invention, and not all of the embodiments. All other embodiments, which can be obtained by a person skilled in the art without any inventive step based on the embodiments of the present invention, are within the scope of the present invention.
The first embodiment 1, a sparse code multiple access random channel modeling method for generating a countermeasure network based on conditions, comprises: it comprises the following steps:
step one, constructing a generator G (z; theta) of the countermeasure networkG) A generator G (z; thetaG) The method comprises the following steps: thetaGParameters for the generator representing weights and offset vectors for the generator;
step two, constructing a discriminator D (x; theta) of the countermeasure networkD) D (x; thetaD) The method comprises the following steps: x is a sample, θDRepresenting the weight and the offset vector of the discriminator as parameters of the discriminator;
step three, according to the generator G (z; theta) of the countermeasure network constructed in the step oneG) And the discriminator D (x; thetaD) Generating a sparse code multiple access random channel model for a conditionally generated countermeasure network,
in the condition-based generation of sparse code multiple access random channel model for a competing network:
generator G (z; theta) of the countermeasure networkG) For: will sample P from the distributionzIs converted into a simulated sampling corresponding to the distributionSample Pg。
Arbiter D (x; theta) of the countermeasure networkD) The input D (x; thetaD) Is the actual sample P in the actual data distributionrAnd a generator G (z; theta) of the countermeasure networkG) Generated simulation samples, the discriminators D (x; thetaD) The output of (c) is a probability.
And completing one-time sparse code multiple access random channel modeling of the countermeasure network based on condition generation.
The principle is as follows: system model
In the present invention, a Sparse Code Multiple Access (SCMA) based deep convolutional network (DNN) channel profile is modeled with a conditional generation countermeasure network (CGAN). According to an auto-encoder (AE) structure, a DNN-based encoder and a DNN-based decoder are presented, and multi-user information is reconstructed through end-to-end deep learning.
1) DNN-based encoder
At the transmitting end, a DNN-based encoder is given according to the AE architecture. DNN is used to implement multidimensional constellation mapping from J user data streams to K resource blocks, and K < J. DNN-based encoder f for a systeme(. cndot.) and DNN-based decoder fd(. consists of a basic DNN unit with multiple hidden layers, so a DNN-based encoder fe(. cndot.) can be viewed as an SCMA codeword generator. Each hidden layer of the basic DNN unit is composed of a weight matrix, a bias vector and an activation function.
The input data to the DNN-based encoder is a data stream r of length M, and
rjrepresenting the data stream of the jth user. ThetaeAnd thetadAre defined as weight and offset vectors of a DNN-based encoder and a DNN-based decoder, respectively, and
constellation mapping defined as DNN-based from jth user's data stream to kth resource blockAnd (4) shooting.
The data of the k-th resource block encoded by the DNN-based encoder may be represented as
The data streams of J users are encoded by a DNN-based encoder and multiplexed to a data length of N
2) Channel modeling for conditional generation-based countermeasure networks
In this section, the SCMA DNN-based encoder and DNN-based decoder are coupled by generating a channel model against the network based on conditions. An approximately accurate conditional channel profile is constructed using a countermeasure network to enable the transfer of gradients from the receive side to the transmit side to enable end-to-end training of the DNN-based SCMA.
GAN is a generative model of the countermeasure network, and is mainly composed of generators and discriminators. The parameters of the generator and the discriminator are set to thetaGAnd thetaD. In GAN, the generator G (z; θ)G) Will mainly sample P from the distributionzIs converted into analog samples P conforming to the distributiong. Input D (x; theta) of discriminatorD) Is the actual sample P in the actual data distributionrAnd generator G (z; theta)G) The output of the discriminator is a probability of the generated analog sample. If sample x is identified as being distributed P from the actual datarExtracted from (b), then discriminator D (x; theta)D) The probability obtained is close to 1, otherwise close to 0. During the training process, the generator G (z; theta)G) Will attempt to generate a similar to actual channel PrOutput samples, then a discriminator D (x; theta)D) Will try to distinguish the actual channels PrThe data sum generator G (z; theta) in (1)G) The data of (1). The optimization objective function of the generator and the arbiter can be expressed as
The data y received by the receiving end can be expressed as:
y＝hx+n (3)
where H represents the channel state vector, which is obtained by sampling the set of channels H, and n is the noise vector of the channel. Obtaining Channel State Information (CSI) is important for decoding, so in a system, received and pilot symbols ypThe corresponding DNN-SCMA signal is added as part of the conditional information m to give the input data x and the received pilot data ypIn case (3), the output samples conform to the distribution of y. The present invention learns the current distribution of the actual channel output based on CGAN channel modeling.
We propose to model the channel using CGAN and understand its output distribution. And pilot symbol ypThe corresponding received signal is added as part of the condition information m, thus giving the input data and the received pilot data ypIn the case of (3), the distribution y to which the samples coincide is output.
Generator G (z | m; theta) of CGAN channelG) And a discriminator D (x | m; thetaD) This information is used as the condition information.
The target function of CGAN is
3) DNN-based decoder
At the receiving end, the received signal of the kth resource block of the DNN-based receiver may be written as:
a DNN-based decoder will learn to recover the original information from the signal y received from the channel.
The output data of J users to be recovered can be expressed as:
at the receiving end, the binary cross entropy loss function is used for calculating J user original data streams and user recovery data streams
The distance between them. The loss function can be expressed as:
wherein the content of the first and second substances,
the mth data information representing the jth user data stream at the SCMA sender,
and m first data information representing jth user data stream output by the SCMA receiving end.
1. System training process
This section introduces the training process for the peer-to-peer SCMA system. To obtain the training data set, first, J user data streams are randomly generated and then mapped to K resource blocks by a DNN-based encoder. Received SCMA signal y, received pilot data ypAnd the originally transmitted data is collected as a training data set.
The primary goal of the receiving end is to train the DNN-based decoder to recover the input signal r at the SCMA transmitting end. The data received at the receiving end comprises pilot symbols ypAnd receiving the data y, the output being an estimate obtained by a DNN-based decoder
The DNN-based decoder uses the received SCMA data as a referenceIs input and recovers the transmitted data in an end-to-end manner. The loss function is calculated by equation (7) to train the receiver and obtain the gradient of the loss.
In training a DNN-based encoder, the generator of the CGAN channel is used as the channel, end-to-end cross-entropy loss is calculated at the receiver, and then the weights of the DNN-based encoder that propagates the gradients back through the generator to the DNN-based encoder CGAN channel will be updated based on random gradient descent (SGD), while the weights of the CGAN channel and the receiver remain fixed. In each iteration, the generator and the arbiter are iteratively trained. The parameters of the generator and the arbiter are updated according to the loss function of equation (2).
2. Performance simulation analysis
In this section, the BER performance analysis of the system under different types of channels is given. The weights of the DNN-SCMA are updated using the SGD and the calculated loss gradient is propagated. A rectifying linear unit (ReLU) is used as the activation function. For an end-to-end DNN-SCMA system, gaussian noise is added to the hidden layer to construct an AWGN channel, and an additional equalization layer is used to construct a rayleigh fading channel. The end-to-end network system consists of a convolutional layer and a dense layer, and the system parameters are shown in table 1.
TABLE 1 System parameters
Table 1 Parameters of system
The BER performance for the AWGN channel is shown in fig. 3. DNN-SCMA based on CGAN channels have similar BER performance as DNN-SCMA and they have significant performance advantages compared to traditional SCMA.
The BER performance under the rice channel is shown in fig. 4. The DNN-SCMA based on the CGAN channel model has a slightly higher BER performance than DNN-SCMA. These demonstrate the effectiveness of the CGAN channel model.
Claims (5)
1. A sparse code multiple access random channel modeling method of a countermeasure network based on condition generation is characterized in that: it comprises the following steps:
step one, constructing a generator G (z; theta) of the countermeasure networkG) A generator G (z; thetaG) The method comprises the following steps: thetaGParameters for the generator representing weights and offset vectors for the generator;
step two, constructing a discriminator D (x; theta) of the countermeasure networkD) D (x; thetaD) The method comprises the following steps: x is a sample, θDRepresenting the weight and the offset vector of the discriminator as parameters of the discriminator;
step three, according to the generator G (z; theta) of the countermeasure network constructed in the step oneG) And the discriminator D (x; thetaD) Generating a sparse code multiple access random channel model for a conditionally generated countermeasure network,
in the condition-based generation of sparse code multiple access random channel model for a competing network:
generator G (z; theta) of the countermeasure networkG) For: will sample P from the distributionzIs converted into analog samples P conforming to the distributiong；
Arbiter D (x; theta) of the countermeasure networkD) The input D (x; thetaD) Is the actual sample P in the actual data distributionrAnd a generator G (z; theta) of the countermeasure networkG) Generated simulation samples, the discriminators D (x; thetaD) The output of (a) is a probability;
and completing one-time sparse code multiple access random channel modeling of the countermeasure network based on condition generation.
2. The sparse code multiple access random channel modeling method for conditionally generating countermeasure networks of claim 1, wherein the discriminator D (x; θ) for the countermeasure networkD) If sample x is identified as being from the actual data distribution PrExtracted from (b), then discriminator D (x; theta)D) The probability obtained is close to 1, otherwise close to 0.
3. Root of herbaceous plantThe method as claimed in claim 1, wherein the generator G (z; θ) for the countermeasure network exists in the step three during the generation of the sparse code multiple access random channel model for the countermeasure network based on the condition generationG) The training process comprises the following specific processes: during the training process, the generator G (z; theta)G) Will attempt to generate a similar to actual channel PrOutput samples, then a discriminator D (x; theta)D) Will try to distinguish the actual channels PrThe data sum generator G (z; theta) in (1)G) The data of (1).
4. The sparse code multiple access random channel modeling method for conditional generation of countermeasure networks of claim 3, wherein in generator G (z; θ) of the countermeasure networkG) In the training process:
the generator and arbiter optimization objective function can be expressed as:
5. the sparse code multiple access random channel modeling method for conditional generation countermeasure networks of claim 4,
wherein after applying the generated sparse code multiple access random channel model for the conditional generation-based countermeasure network to an actual communication environment,
the data y received by the receiving end is represented as:
y＝hx+n
where H represents the channel state vector, which is obtained by sampling the set of channels H, and n is the noise vector of the channel.
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