文件名称:SLMPTS
- 所属分类：
- 图形图像处理(光照,映射..)
- 资源属性：
- [Matlab] [源码]
- 上传时间：
- 2012-11-26
- 文件大小：
- 15kb
- 下载次数：
- 0次
- 提 供 者：
- l**
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- 无
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下载文件列表
6、SLM与PTS的融合(低复杂度)\Cal_CCDF_SLM_PTS.asv
...........................\Cal_CCDF_SLM_PTS.m
...........................\Cal_PAR_SLM_PTS.m
...........................\Combine.m
...........................\GeneratePhaseSeq_SLM_PTS.m
...........................\Generate_M_Sequence.m
...........................\GolayPhaseSequence.m
...........................\IfftModulate_SLM_PTS.m
...........................\Multiply.m
...........................\Partition_Adjacent_SLM_PTS.m
...........................\Partition_Random_2_SLM_PTS.m
...........................\Partition_Random_3_SLM_PTS.m
...........................\Partition_Random_4_SLM_PTS.m
...........................\PhaseModulate_PTS.m
...........................\PhaseModulate_SLM_PTS.m
...........................\Process_PAR_Vector_SLM_PTS.asv
...........................\Process_PAR_Vector_SLM_PTS.m
...........................\QPSKModulate_SLM_PTS.m
...........................\RandomPhaseSequence_SLM.m
6、SLM与PTS的融合(低复杂度)
...........................\Cal_CCDF_SLM_PTS.m
...........................\Cal_PAR_SLM_PTS.m
...........................\Combine.m
...........................\GeneratePhaseSeq_SLM_PTS.m
...........................\Generate_M_Sequence.m
...........................\GolayPhaseSequence.m
...........................\IfftModulate_SLM_PTS.m
...........................\Multiply.m
...........................\Partition_Adjacent_SLM_PTS.m
...........................\Partition_Random_2_SLM_PTS.m
...........................\Partition_Random_3_SLM_PTS.m
...........................\Partition_Random_4_SLM_PTS.m
...........................\PhaseModulate_PTS.m
...........................\PhaseModulate_SLM_PTS.m
...........................\Process_PAR_Vector_SLM_PTS.asv
...........................\Process_PAR_Vector_SLM_PTS.m
...........................\QPSKModulate_SLM_PTS.m
...........................\RandomPhaseSequence_SLM.m
6、SLM与PTS的融合(低复杂度)