From: Relaxed alternating CQ algorithms for the split equality problem in Hilbert spaces
Initial point: \(x_{0}=(0.9528,0.7041,0.9539)^{T}\), \(y_{0}=(0.5982,0.8407,0.4428)^{T}\) | |||
---|---|---|---|
Algorithm | Time (s) | No. Iterations | Approximate solution \((x^{*},y^{*})\) |
RACQA (1.8) | 0.28871 | 6581 | \(x^{*}=(0.0107,0.9999,0.0130)^{T}\) |
\(y^{*}=(0.0240,5.0006,0.0131)^{T}\) | |||
Algorithm 4.1 | 0.27543 | 6004 | \(x^{*}=(0.0002,0.9996,0.1028)^{T}\) |
\(y^{*}=(0.0005,4.9990,0.1030)^{T}\) |