Pages that link to "Item:Q2297588"
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The following pages link to Dynamically defined sequences with small discrepancy (Q2297588):
Displaying 11 items.
- Suites dont la discrépance est comparable à un logarithme. (Sequences whose discrepancy is like a logarithm) (Q752755) (← links)
- Sequences of well-distributed vertices on graphs and spectral bounds on optimal transport (Q829888) (← links)
- Positive-definite functions, exponential sums and the greedy algorithm: a curious phenomenon (Q1996877) (← links)
- Uniformly distributed sequences generated by a greedy minimization of the \(L_2\) discrepancy (Q2084271) (← links)
- The power of online thinning in reducing discrepancy (Q2416548) (← links)
- Greedy energy minimization can count in binary: point charges and the van der Corput sequence (Q2662175) (← links)
- (Q3504276) (← links)
- On the Wasserstein distance between classical sequences and the Lebesgue measure (Q5147444) (← links)
- Sums of distances on graphs and embeddings into Euclidean space (Q6048771) (← links)
- POLYNOMIALS WITH ZEROS ON THE UNIT CIRCLE: REGULARITY OF LEJA SEQUENCES (Q6072629) (← links)
- On combinatorial properties of greedy Wasserstein minimization (Q6140904) (← links)