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Table 15 The computational complexity of different methods

From: An MMSE graph spectral magnitude estimator for speech signals residing on an undirected multiple graph

Algorithms

The complexity

MMSE-STSA

\({{\mathcal {O}}}\left( {{ {N_s}}{\textrm{log}_2}{{N_s}}} +{{ {N_s}}{\textrm{log}}{{N_s}}} \right)\)

OMLSA

\({{\mathcal {O}}}\left( {{ {N_s}}{\textrm{log}_2}{{N_s}}} +{{ {N_s}}{\textrm{log}}{{N_s}}} \right)\)

GWF-SGS

\({\mathcal {O}}\left( {{N_s}+{N_s}^2} \right)\)

VFGWF

\({\mathcal {O}}\left( {{M}^2{N_s}} \right)\)

GWF-AGS

\({{\mathcal {O}}}\left( {L{N_s}} \right)\)

GWF-DCGS

\({{\mathcal {O}}}\left( {L{N_s}} \right)\)

GMMSE-KGL

\({\mathcal {O}}\left( {{M_s}^2{N_s}} \right)\)