The following pages link to On the exponent of discrepancies (Q3584814):
Displaying 6 items.
- The exponent of discrepancy is at least 1. 0669 (Q1279909) (← links)
- BMO and exponential Orlicz space estimates of the discrepancy function in arbitrary dimension (Q1661300) (← links)
- The power of online thinning in reducing discrepancy (Q2416548) (← links)
- The BMO-discrepancy suffers from the curse of dimensionality (Q2693689) (← links)
- Exponential Squared Integrability of the Discrepancy Function in Two Dimensions (Q3400764) (← links)
- The exponent of discrepancy is at most 1.4778... (Q4340860) (← links)