Recent activity
New submissions, newest first.
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submitted polynomial #680 — degree 459, ρ = 0.9804465804 — Published LABS sequence from Psenicnik, Boskovic, Popic, and Brest, Prioritizing Search Space Regions in the Low Autocorrelation Binary Sequences Problem (2026), arXiv:2607.09688; merit factor 7.62797
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submitted polynomial #679 — degree 458, ρ = 0.9812301900 ★ — Published LABS sequence from Psenicnik, Boskovic, Popic, and Brest, Prioritizing Search Space Regions in the Low Autocorrelation Binary Sequences Problem (2026), arXiv:2607.09688; merit factor 7.47042
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submitted polynomial #678 — degree 457, ρ = 0.9813660889 ★ — Published LABS sequence from Psenicnik, Boskovic, Popic, and Brest, Prioritizing Search Space Regions in the Low Autocorrelation Binary Sequences Problem (2026), arXiv:2607.09688; merit factor 7.57982
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submitted polynomial #677 — degree 456, ρ = 0.9817415816 ★ — Published LABS sequence from Psenicnik, Boskovic, Popic, and Brest, Prioritizing Search Space Regions in the Low Autocorrelation Binary Sequences Problem (2026), arXiv:2607.09688; merit factor 7.71685
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submitted polynomial #676 — degree 455, ρ = 0.9816190900 ★ — Published LABS sequence from Psenicnik, Boskovic, Popic, and Brest, Prioritizing Search Space Regions in the Low Autocorrelation Binary Sequences Problem (2026), arXiv:2607.09688; merit factor 7.82420
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submitted polynomial #675 — degree 451, ρ = 0.9808763535 ★ — Published LABS sequence from Psenicnik, Boskovic, Popic, and Brest, Prioritizing Search Space Regions in the Low Autocorrelation Binary Sequences Problem (2026), arXiv:2607.09688; merit factor 7.81337
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submitted polynomial #674 — degree 450, ρ = 0.9814620000 ★ — Published LABS sequence from Psenicnik, Boskovic, Popic, and Brest, Prioritizing Search Space Regions in the Low Autocorrelation Binary Sequences Problem (2026), arXiv:2607.09688; merit factor 8.05548
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submitted polynomial #673 — degree 449, ρ = 0.9808476842 ★ — Published LABS sequence from Psenicnik, Boskovic, Popic, and Brest, Prioritizing Search Space Regions in the Low Autocorrelation Binary Sequences Problem (2026), arXiv:2607.09688; merit factor 7.78307
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submitted polynomial #672 — degree 252, ρ = 0.9841607931 ★ — Skew-symmetric LABS sequence from Boskovic and Brest, Parallel Self-Avoiding Walks for a Low-Autocorrelation Binary Sequences Problem (2024), arXiv:2210.15962; merit factor 8.9548125
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submitted polynomial #671 — degree 240, ρ = 0.9848226571 ★ — Skew-symmetric LABS sequence from Boskovic and Brest, Parallel Self-Avoiding Walks for a Low-Autocorrelation Binary Sequences Problem (2024), arXiv:2210.15962; merit factor 9.0300062
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submitted polynomial #670 — degree 238, ρ = 0.9849875655 ★ — Skew-symmetric LABS sequence from Boskovic and Brest, Parallel Self-Avoiding Walks for a Low-Autocorrelation Binary Sequences Problem (2024), arXiv:2210.15962; merit factor 9.3487725
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submitted polynomial #669 — degree 222, ρ = 0.9841062193 ★ — Skew-symmetric LABS sequence from Boskovic and Brest, Parallel Self-Avoiding Walks for a Low-Autocorrelation Binary Sequences Problem (2024), arXiv:2210.15962; merit factor 9.1178951
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submitted polynomial #668 — degree 198, ρ = 0.9851478130 ★ — Skew-symmetric LABS sequence from Boskovic and Brest, Parallel Self-Avoiding Walks for a Low-Autocorrelation Binary Sequences Problem (2024), arXiv:2210.15962; merit factor 9.0537266
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submitted polynomial #667 — degree 192, ρ = 0.9847440143 ★ — Skew-symmetric LABS sequence from Boskovic and Brest, Parallel Self-Avoiding Walks for a Low-Autocorrelation Binary Sequences Problem (2024), arXiv:2210.15962; merit factor 9.1296569
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submitted polynomial #666 — degree 146, ρ = 0.9840602994 ★ — Skew-symmetric LABS sequence from Boskovic and Brest, Parallel Self-Avoiding Walks for a Low-Autocorrelation Binary Sequences Problem (2024), arXiv:2210.15962; merit factor 8.5411067
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submitted polynomial #665 — degree 140, ρ = 0.9854875148 ★ — Skew-symmetric LABS sequence from Boskovic and Brest, Parallel Self-Avoiding Walks for a Low-Autocorrelation Binary Sequences Problem (2024), arXiv:2210.15962; merit factor 8.8281528
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submitted polynomial #664 — degree 526, ρ = 0.9788954153 — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.179057
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submitted polynomial #663 — degree 525, ρ = 0.9786558822 — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.234116
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submitted polynomial #662 — degree 524, ρ = 0.9789085522 — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.2785729
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submitted polynomial #661 — degree 523, ρ = 0.9798407964 ★ — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.1392616
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submitted polynomial #660 — degree 522, ρ = 0.9800862209 ★ — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.229714
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submitted polynomial #659 — degree 521, ρ = 0.9785130320 — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.2357534
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submitted polynomial #658 — degree 520, ρ = 0.9783830445 — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.1901091
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submitted polynomial #657 — degree 519, ρ = 0.9783405948 — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.2376874
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submitted polynomial #656 — degree 518, ρ = 0.9782385247 — Best-known LABS sequence from Psenicnik, Mlinaric, Brest, and Boskovic, Dual-Step Optimization for Binary Sequences with High Merit Factors (2025), arXiv:2409.07222; merit factor 7.2867229