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"Boundary blowup" type sub-solutions to semilinear elliptic equations with Hardy potential

Mathematics – Analysis of PDEs
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$C^m$-theory of damped wave equations with stabilisation

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$C^{1,\al}$ regularity of solutions to parabolic Monge-Ampére equations

Mathematics – Analysis of PDEs
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$C^{1,α}$-Regularity of energy minimizing maps from a 2-dimentional domain into a Finsler space

Mathematics – Analysis of PDEs
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$H^2$ regularity for the $p(x)-$Laplacian in two-dimensional convex domains

Mathematics – Analysis of PDEs
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$H_\infty$-calculus for Hypoelliptic Pseudodifferential Operators

Mathematics – Analysis of PDEs
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$L^1$-stability of periodic stationary solutions of scalar convection-diffusion equations

Mathematics – Analysis of PDEs
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$L^2$ Analysis of the Multi-Configuration Time-Dependent Hartree-Fock Equations

Mathematics – Analysis of PDEs
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$L^2$ blowup solutions of cubic NLS on $\R^2$ concentrate a fixed amount of mass

Mathematics – Analysis of PDEs
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$L^2$ estimates for the eigenfunctions corresponding to real eigenvalues of the Tricomi operator

Mathematics – Analysis of PDEs
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$L^p$ and Sobolev boundedness of pseudodifferential operators with non-regular symbol: a regularisation approach

Mathematics – Analysis of PDEs
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$L^p$ asymptotic behavior of perturbed viscous shock profiles

Mathematics – Analysis of PDEs
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$L^p$ solvability of the Stationary Stokes problem on domains with conical singularity in any dimension

Mathematics – Analysis of PDEs
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$L^p$-$L^q$ estimates for Electromagnetic Helmholtz equation

Mathematics – Analysis of PDEs
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$L^p$--$L^q$ decay estimates for wave equations with monotone time-dependent dissipation

Mathematics – Analysis of PDEs
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$L^p$--regularity for parabolic operators with unbounded time--dependent coefficients

Mathematics – Analysis of PDEs
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$L^p$-estimates of the Botlzmann Equation around a traveling local Maxwellian

Mathematics – Analysis of PDEs
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$L^p$-maximal regularity of nonlocal parabolic equation and applications

Mathematics – Analysis of PDEs
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$L^p-L^q$ estimates on the solutions to $u_{tt}-u_{x_1x_1}=\triangle u_t$

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$L^q$ bounds on restrictions of spectral clusters to submanifolds for low regularity metrics

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