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math.CA2019
A sharp square function estimate for the cone in
Larry Guth, Hong Wang, Ruixiang Zhang
We prove a sharp square function estimate for the cone in and consequently the local smoothing conjecture for the wave equation in dimensions.
math.CA2019★ 11 cited
Lower bounds for estimates of the Schrödinger maximal function
Xiumin Du, Jongchon Kim, Hong Wang +1
We give new lower bounds for estimates of the Schrödinger maximal function by generalizing an example of Bourgain.