Single tree search sphere decoding algorithm for MIMO communication system

P. Prakash, M. Kannan
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Abstract

Multiple Input Multiple Output (MIMO) systems utilize many antennas at both transmitter and receiver for higher Bandwidth efficiency. The implementation of MIMO detection becomes a difficult task as the computational complexity increases with the number of transmitting antenna and constellation size increases. The decoder for a 4*4 MIMO system with 16-QAM modulation and spatial multiplexing is implemented using Matlab. Difficult part is MIMO detection; ML decoding cannot be implemented directly because increase the complexity exponentially if size of constellation and number of transmit antenna increases. Sphere decoding reduce the complexity of decoding with some improvement with the decoding rate and BER. In my project sphere decoding combined with single tree search and ML decoding greatly improve the decoding Rate and BER. In sphere decoding selecting the sphere radius is very important. Sphere decoding algorithm implemented in the tree search complexity of algorithm is more reduced. In tree search Tree pruning strategies are used to reduce the more difficulty in the tree search based algorithms. The basic idea is to reduce the number of tree nodes visited to achieve a ML result. The decision where to visit a node or prune it is based on its Partial Euclidean Distance(PED). Depending upon tree pruning strategy the algorithm achieve optimal BER.
MIMO通信系统的单树搜索球解码算法
多输入多输出(MIMO)系统在发射器和接收器上使用许多天线以获得更高的带宽效率。随着发射天线数量和星座规模的增加,MIMO检测的计算复杂度不断增加,MIMO检测的实现成为一个难题。利用Matlab实现了16-QAM调制和空间复用的4*4 MIMO系统解码器。难点在于MIMO检测;随着星座规模和发射天线数量的增加,ML解码的复杂度呈指数级增长,无法直接实现。球面译码降低了译码的复杂度,并在译码率和误码率方面有所提高。在我的项目领域中,将单树搜索和ML解码相结合,大大提高了译码率和误码率。在球解码中,球半径的选择是非常重要的。球体解码算法中实现的树搜索算法的复杂度更低。在树搜索中,树修剪策略用于降低基于树搜索的算法的难度。其基本思想是减少访问树节点的数量以实现ML结果。在哪里访问或修剪一个节点是基于它的偏欧几里得距离(PED)。该算法根据树的修剪策略实现了最优的误码率。
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