Pages that link to "Item:Q3184341"

The following pages link to A general discrepancy estimate based on p-adic arithmetics (Q3184341):

Displaying 10 items.

• The \(p\)-adic diaphony of the Halton sequence (Q372728) (← links)
• Discrepancy estimates for index-transformed uniformly distributed sequences (Q466165) (← links)
• The inequality of Erdős-Turán-Koksma in the terms of the functions of the system \(\Gamma_{\mathcal{B}_s}\) (Q2129360) (← links)
• Proof techniques in quasi-Monte Carlo theory (Q2347957) (← links)
• A hybrid inequality of Erdős-Turán-Koksma for digital sequences (Q2636893) (← links)
• A notion of diaphony based on p-adic arithmetic (Q3066621) (← links)
• An Average<i>L</i>₂Discrepancy for Number-Theoretic Rules (Q4271021) (← links)
• A LeVeque-type inequality on the ring of p-adic integers (Q5069083) (← links)
• Open type quasi-Monte Carlo integration based on Halton sequences in weighted Sobolev spaces (Q5963457) (← links)
• Discrepancy bounds for normal numbers generated by necklaces in arbitrary base (Q6168704) (← links)