浏览全部资源
扫码关注微信
1.燕山大学信息科学与工程学院,河北 秦皇岛 066004
2.河北省信息传输与信号处理重点实验室,河北 秦皇岛 066004
[ "彭秀平(1984- ),女,安徽安庆人,博士,燕山大学教授,主要研究方向为无线通信信号波形设计、通感一体化波形设计、组合设计编码、Zak变换技术等。" ]
[ "刘银娜(1998- ),女,河北保定人,燕山大学硕士生,主要研究方向为互补序列设计与编码理论。" ]
[ "王毓(1998- ),男,山西大同人,燕山大学硕士生,主要研究方向为互补序列设计与编码理论。" ]
牛晓霞(1981- ),女,河北保定人,燕山大学高级实验师,主要研究方向为图像信息处理、三维建模等。
收稿日期:2024-07-19,
修回日期:2024-11-25,
纸质出版日期:2024-12-25
移动端阅览
彭秀平,刘银娜,王毓等.面向广义空间调制的增强型交叉Z互补集的新构造[J].通信学报,2024,45(12):153-161.
PENG Xiuping,LIU Yinna,WANG Yu,et al.New construction of enhanced cross Z-complementary set for generalized spatial modulation[J].Journal on Communications,2024,45(12):153-161.
彭秀平,刘银娜,王毓等.面向广义空间调制的增强型交叉Z互补集的新构造[J].通信学报,2024,45(12):153-161. DOI: 10.11959/j.issn.1000-436x.2024271.
PENG Xiuping,LIU Yinna,WANG Yu,et al.New construction of enhanced cross Z-complementary set for generalized spatial modulation[J].Journal on Communications,2024,45(12):153-161. DOI: 10.11959/j.issn.1000-436x.2024271.
为了扩展增强型交叉Z互补集(E-CZCS)的存在空间,基于扩展广义布尔函数(EGBF),提出了一种增强型交叉Z互补集的直接构造方法。构造的
<math id="M1"><mi>q</mi></math>
https://html.publish.founderss.cn/rc-pub/api/common/picture?pictureId=72223236&type=
2.87866688
https://html.publish.founderss.cn/rc-pub/api/common/picture?pictureId=72223225&type=
1.60866666
元增强型交叉Z互补集拥有灵活可变的尺寸大小,且长度不再受限于传统的2的幂
次。同时,将得到的增强型交叉Z互补集作为训练序列应用于广义空间调制(GSM)系统的信道估计中。仿真结果表明,该增强型交叉Z互补集可以实现最优的信道估计,这可为广义空间调制系统中训练序列的选择提供更高的灵活性。
In order to expand the existence space of enhanced cross Z-complementary set (E-CZCS)
based on the extended generalized Boolean function (EGBF)
the direct construction method of enhanced cross Z-complementary sets was proposed. The constructed
q
-ary E-CZCS had flexible and variable size
and their length was no longer limited to the traditional power of two. At the same time
the obtained enhanced cross Z-complementary sets was used as the training sequence of the generalized spatial modulation (GSM) system for channel estimation. The simulation results show that the enhanced cross Z-complementary sets can achieve optimal channel estimation. This presumably provides greater flexibility in the selection of training sequences in generalized spatial modulation systems.
GUO S S , ZHANG H X , ZHANG P , et al . Signal shaping for generalized spatial modulation and generalized quadrature spatial modulation [J ] . IEEE Transactions on Wireless Communications , 2019 , 18 ( 8 ): 4047 - 4059 .
AL-NAHHAL M , BASAR E , UYSAL M . Flexible generalized spatial modulation for visible light communications [J ] . IEEE Transactions on Vehicular Technology , 2021 , 70 ( 1 ): 1041 - 1045 .
CHEN Y M , LIN K C , PENG Y H , et al . A low-complexity high-rate spatial multiplexing aided generalized spatial modulation scheme [C ] // Proceedings of the 2021 IEEE 32nd Annual International Symposium on Personal, Indoor and Mobile Radio Communications (PIMRC) . Piscataway : IEEE Press , 2021 : 434 - 439 .
ZHU F F , HAI H , PENG Y Y , et al . Extended variable active antenna generalized spatial modulation [J ] . IEEE Wireless Communications Letters , 2024 , 13 ( 2 ): 265 - 269 .
RENZO M D , HAAS H , GRANT P M . Spatial modulation for multiple-antenna wireless systems: a survey [J ] . IEEE Communications Magazine , 2011 , 49 ( 12 ): 182 - 191 .
WEN M W , ZHENG B X , KIM K J , et al . A survey on spatial modulation in emerging wireless systems: research progresses and applications [J ] . IEEE Journal on Selected Areas in Communications , 2019 , 37 ( 9 ): 1949 - 1972 .
YIN W J , KONG Z M , LIU Y S , et al . Artificial-noise-aided CQI-mapped generalized spatial modulation [J ] . IEEE Transactions on Vehicular Technology , 2023 , 72 ( 4 ): 5338 - 5343 .
XU W Z , JHONG C H , LAI K C . Ordered block detector for single-carrier generalized spatial modulation in frequency-selective fading channels [J ] . IEEE Communications Letters , 2023 , 27 ( 2 ): 691 - 695 .
SINGH K , MAKARIM A F , ALBINSAID H , et al . Passive beamforming design and DNN-based signal detection in RIS-assisted MIMO systems with generalized spatial modulation [J ] . IEEE Transactions on Vehicular Technology , 2023 , 72 ( 2 ): 1879 - 1892 .
ADHIKARY A R , ZHOU Z C , YANG Y , et al . Constructions of cross Z-complementary pairs with new lengths [J ] . IEEE Transactions on Signal Processing , 2020 , 68 : 4700 - 4712 .
HUANG Z M , HU C , LIU Z L , et al . On the mates of cross Z-complementary pairs for training sequence design in generalized spatial modulation [J ] . IEEE Access , 2023 , 11 : 145231 - 145237 .
HUANG Z M , PAI C Y , CHEN C Y . A novel construction of optimal cross Z-complementary sets based on generalized Boolean functions [C ] // Proceedings of the 2022 IEEE International Symposium on Information Theory (ISIT) . Piscataway : IEEE Press , 2022 : 1725 - 1730 .
ZHOU Y J , ZHOU Z C , LIU Z L , et al . Symmetrical Z-complementary code sets for optimal training in generalized spatial modulation [C ] // Proceedings of the 2022 10th International Workshop on Signal Design and Its Applications in Communications (IWSDA) . Piscataway : IEEE Press , 2022 : 1 - 5 .
HUANG Z M , PAI C Y , LIU Z L , et al . Enhanced cross Z-complementary set and its application in generalized spatial modulation [J ] . IEEE Open Journal of the Communications Society , 2024 , 5 : 4674 - 4690 .
HUANG Z M , PAI C Y , CHEN C Y . Cross Z-complementary sets for training design in spatial modulation [J ] . IEEE Transactions on Communications , 2022 , 70 ( 8 ): 5030 - 5045 .
KUMAR P , MAJHI S , PAUL S . A direct construction of golay complementary pairs and binary complete complementary codes of length non-power of two [J ] . IEEE Transactions on Communications , 2023 , 71 ( 3 ): 1352 - 1363 .
ZHOU Z C , ZHANG D , HELLESETH T , et al . A construction of multiple optimal ZCZ sequence sets with good cross correlation [J ] . IEEE Transactions on Information Theory , 2018 , 64 ( 2 ): 1340 - 1346 .
PAI C Y , LIN Y J , CHEN C Y . Optimal and almost-optimal golay-ZCZ sequence sets with bounded PAPRs [J ] . IEEE Transactions on Communications , 2023 , 71 ( 2 ): 728 - 740 .
MEN X Y , LI Y B . New construction of multiple complete complementary codes with inter-set zero cross-correlation zone [J ] . IEEE Signal Processing Letters , 2022 , 29 : 1958 - 1962 .
0
浏览量
6
下载量
0
CSCD
关联资源
相关文章
相关作者
相关机构