Systems Engineering and Electronics ›› 2025, Vol. 47 ›› Issue (2): 463-477.doi: 10.12305/j.issn.1001-506X.2025.02.13
• Sensors and Signal Processing • Previous Articles
Qiang AN, Chunmao YE, Yaobing LU, Yan ZHANG
Received:
2023-10-13
Online:
2025-02-25
Published:
2025-03-18
Contact:
Chunmao YE
CLC Number:
Qiang AN, Chunmao YE, Yaobing LU, Yan ZHANG. Interrupted sampling repeater jamming suppression algorithm in complex scenarios[J]. Systems Engineering and Electronics, 2025, 47(2): 463-477.
Table 3
Summary of computational complexity for four algorithms"
算法名称 | 计算复杂度 |
EN.Func算法 | (Im, c+3Im, r+Ia, r)Ns+2(Ns-1)Ib+(Ns-1)Ia, r+Ns(3Im, r+2Ia, r)+ 2Im, r+NsIb+NF(log2NFIm, c+2log2NFIa, c)+Im, cNs |
Max-TF算法 | 0.5NTF-TNTF-F(log2NTF-FIm, c+2log2NTF-FIa, c)+(Im, c+3Im, r+Ia, r)NsNTF-F+ (NTF-F+1)NTF-TIb+Im, r+NPA-KNTF-TNPA-LIb+NF(log2NFIm, c+2log2NFIa, c)+Im, cNs |
TF-mask算法 | (0.5NTF-TNTF-F+NTF-F)(log2NTF-FIm, c+2log2NTF-FIa, c)+ NTF-TNTF-FIb+2Im, r+256NTF-TNTF-F(2Ia, r+Im, r)+Ia, rNTF-TNTF-F+ 4NTF-TNTF-FNIM-DNIM-EIm, r+0.5NF(log2NFIm, c+2log2NFIa, c) |
本文算法 | NF(log2NFIm, c+2log2NFIa, c+Im, c)+0.5NTF-TNTF-F(log2NTF-FIm, c+2log2NTF-FIa, c)+ NTF-TNTF-FIb+4NTF-TNTF-FNIM-DNIM-EIm, r+2Ia, rNTF-TNTF-F |
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