Pages that link to "Item:Q2926219"
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The following pages link to The L 2 Discrepancy of Irrational Lattices (Q2926219):
Displaying 9 items.
- An explicit formula for the \(L_2\)-discrepancy of \((n\alpha)\)-sequences (Q818850) (← links)
- Digital nets in dimension two with the optimal order of \(L_p\) discrepancy (Q2199494) (← links)
- Fast high-dimensional node generation with variable density (Q2293595) (← links)
- Finding both, the continued fraction and the Laurent series expansion of golden ratio analogs in the field of formal power series (Q2660316) (← links)
- Diophantine approximations and directional discrepancy of rotated lattices (Q2790611) (← links)
- The L 2 Discrepancy of Two-Dimensional Lattices (Q2840643) (← links)
- Davenport's theorem in geometric discrepancy theory (Q2942519) (← links)
- Finding exact formulas for the $L_2$ discrepancy of digital $(0,n,2)$-nets via Haar functions (Q4614209) (← links)
- Optimal and typical \(L^2\) discrepancy of 2-dimensional lattices (Q6618004) (← links)
