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- One-dimensional pressureless flow with a nonlinear velocity law: Bregman variational construction and well-posedness
- Translational self-affine tiles in ℝn
- Optimal information loss for Liouville spectral responses
- The Fekete-Szegö problem for starlike mappings of order α and quasi-convex mappings of type B in the unit balls of complex Banach spaces
- Some remarks on nonexistence in the Gamow liquid drop model
- Lp-weighted cone restriction estimates
- Weighted and Sobolev Estimates for Fractional Schrödinger Operators with Reverse Hölder Potentials
- Sharp decay characterization for the Oldroyd-B system with only velocity dissipation
- Contractivity of Rudin's diagonal restriction operator for Hp of the polydisc
- C^(sigma+alpha) regularity for fractional Hamilton-Jacobi equations, and rates of convergence in periodic homogenization
- A counterexample to integral Aleksandrov-Bakelman-Pucci estimates for a nonlocal operator
- Cubic moments of eigenfunctions on surfaces
- Two-weight T1 theorem for fractional Riesz transforms: one measure supported on a C1,Dini curve
- On Mattila's intersection problem in the plane: sharp dimension and positive measure of rotated difference sets
- Boundary regularity for fractional porous medium-type equations in bounded domains
- (Super-)fast convergence rates for Chernoff approximations via centered differences and Richardson extrapolation
- Multi-scale analysis for multilinear operators
- Bi-atomic systems in Hilbert Spaces
- Global stability and sharp decay for the two-dimensional non-rotating primitive equations without thermal diffusion
- A constrained log-HLS inequality and its associated Wasserstein flow
- A New insight into the Ambrosio--Reshetnyak approach to Sobolev maps
- Uniqueness of one-phase cones with isolated singularity
- Lamb dipole stability without sign condition
- A Formalism for Merging Power Series in Solving Multinomial Equations: Master Series and Master Numbers
- Global Well-Posedness of Strong Solutions to the Two-Dimensional Compressible Nematic Liquid Crystal Flows with Large Initial Data and Vacuum