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1754 papers in math.AP · page 9

  1. math.AP 2026-05-04 reviewed
    Existence proved for singular p-Laplacian obstacle problems

    The obstacle problem for singular quasi-linear elliptic equations

    Annamaria Barbagallo +1

  2. math.AP 2026-05-04 reviewed
    Infinitely many scales homogenize for elliptic equations

    Quantitative homogenization of elliptic equations with infinitely many scales

    Zhongwei Shen +2

  3. math.AP 2026-05-04 reviewed
    Multiplier theorem drops smoothness to topological dimension

    On Spectral multiplier theorem for sub-Laplacians with drift on M\'etivier groups

    Nishta Garg +1

  4. math.AP 2026-05-04 reviewed
    Wave turbulence kinetic equation replaced by random field near blow-up

    On the onset of correlations in Wave Turbulence close to singularities

    M. Escobedo +1

  5. math.AP 2026-05-04 reviewed
    Schrödinger observability holds from any open set with bounded potentials

    On the observability of the Schr\"odinger equation in the torus from open sets

    K\'evin Le Balc'h +1

  6. math.AP 2026-05-04 reviewed
    New assumptions enable gradient estimates in double-phase measure problems

    Gradient estimates for degenerate elliptic measure data problems with double phase

    Kyeong Song +1

  7. math.NA 2026-05-04 reviewed
    LDG schemes retain energy stability for stochastic transport

    Structure-preserving LDG methods for linear and nonlinear transport equations with gradient noise

    Thomas Christiansen +1

  8. math.AP 2026-05-04 reviewed
    Chemotaxis-Navier-Stokes equations converge at zero viscosity under slip boundaries

    Zero-viscosity limit of the chemotaxis-Navier-Stokes equations with the Navier-slip boundary condition

    Bolun Li +2

  9. math.AP 2026-05-04 reviewed
    Degenerate elliptic equations with Hamiltonians gain C^{1,α} regularity

    Sharp regularity for a class of degenerate/singular fully nonlinear elliptic equations with Hamiltonian terms

    Wentao Huo +3

  10. math.AP 2026-05-04 reviewed
    Weak solutions exist for stationary NS-CH with singular log energy

    On weak solutions for the stationary Cahn-Hillard-Navier-Stokes equations with singular potential

    Zhilei Liang +3

  11. math.CA 2026-05-04 reviewed
    Weighted decoupling holds with lower-dimensional frequency localization

    Weighted decoupling with lower-dimensional frequency localization

    Jongchon Kim

  12. math.AP 2026-05-04 reviewed
    Gaussian X-ray normal operators share eigenfunctions with oscillator

    Gaussian-weighted normal operators on Euclidean space

    Yuzhou Joey Zou

  13. math.AP 2026-05-04 reviewed
    Nonlocal minimal surfaces obey universal density bounds at every scale

    Volumetric density estimates for nonlocal minimal surfaces

    Mateusz Kwa\'snicki +1

  14. math.HO 2026-05-04 reviewed
    Reminiscences mark Robert V

    Robert V. Kohn (1953-2026)

    Yekaterina Epshteyn +1

  15. math.AP 2026-05-03 reviewed
    Duality yields O(N^{-1/2}) rates for mean-field particle convergence

    Quantitative Estimates for Mean-Field Limits and Correlation Functions through a Duality Framework

    Nadia Khoury +1

  16. math.AP 2026-05-03 reviewed
    Non-disk rectifiable domains satisfy weak Serrin problem

    Serrin's overdetermined problem and sharp harmonic quadrature identities in the plane

    Yi Ru-Ya Zhang

  17. math.AP 2026-05-03 reviewed
    Non-Smirnov domains satisfy weak Serrin problem

    Serrin's overdetermined problem and sharp harmonic quadrature identities in the plane

    Yi Ru-Ya Zhang

  18. math.AP 2026-05-03 reviewed
    Grushin PDE with singular term has solutions in three p regimes

    Existence and multiplicity of solutions for a critical Grushin problem with a singular nonlinearity

    Shammi Malhotra

  19. math.AP 2026-05-03 reviewed
    Heat semigroup recovers total variation on any complete weighted manifold

    Sets of finite perimeter on Riemannian manifolds and stochastic completeness

    Luca Gennaioli

  20. gr-qc 2026-05-03 reviewed
  21. math.AP 2026-05-03 reviewed
    Entropy decays at sqrt(rho) rate for underdamped Langevin

    A sharp hypocoercive entropy decay estimate for underdamped Langevin dynamics

    Jianfeng Lu

  22. math.AP 2026-05-03 reviewed
    Entropy decays at √ρ rate for underdamped Langevin

    A sharp hypocoercive entropy decay estimate for underdamped Langevin dynamics

    Jianfeng Lu

  23. math.AP 2026-05-03 reviewed
    Unique renormalized solutions for parabolic equations with L1 data

    Renormalized Solution for the Nonlinear Parabolic Problem with Lower Order Terms

    Shijun Li +2

  24. math.AP 2026-05-03 reviewed
    Axisymmetric swirl Navier-Stokes flows stay smooth forever

    Large-Data Global Regularity for Three-Dimensional Navier--Stokes I: A Direct First-Threshold Continuation Proof for the Axisymmetric Swirl Class

    Rishad Shahmurov

  25. math.AP 2026-05-03 reviewed
    Threshold argument continues axisymmetric swirl solutions

    Large-Data Global Regularity for Three-Dimensional Navier--Stokes I: A Direct First-Threshold Continuation Proof for the Axisymmetric Swirl Class

    Rishad Shahmurov

  26. math.AP 2026-05-03 reviewed
    3D Navier-Stokes stays regular for large data via threshold proof

    Large-Data Global Regularity for Three-Dimensional Navier--Stokes II: A Direct First-Threshold Continuation Proof for the Full System

    Rishad Shahmurov

  27. math.AP 2026-05-03 reviewed
    Global smooth solutions exist for quasilinear wave equation with monotonic c

    Large data global well-posedness for a one-dimensional quasilinear wave equation

    Yuusuke Sugiyama

  28. math.AP 2026-05-03 reviewed
    Global well-posedness shown for large data in quasilinear wave equation

    Large data global well-posedness for a one-dimensional quasilinear wave equation

    Yuusuke Sugiyama

  29. math.AP 2026-05-03 reviewed
    Stability estimates proven for nonlocal balance laws with memory

    Stability estimates for systems of nonlocal balance laws with memory

    Aekta Aggarwal +3

  30. math.AP 2026-05-03 reviewed
    Inertial Winfree oscillators reach death or near-full alignment under explicit smallness

    Relaxation dynamics of the Inertial Winfree model

    Caiman Moreno-Earle +2

  31. math.NA 2026-05-02 reviewed
    The paper analyzes how the regularity of the integral kernel affects discontinuities in…

    Discontinuity Analysis and Semi-Analytic Spectral Approximation for the Nonlocal Poisson Equation

    Thinh Dang +2

  32. math.AP 2026-05-02 reviewed
    Pólya-Szegő inequality holds for circular rearrangement

    Rigidity for the P\'olya-Szeg\"o inequality under circular rearrangement

    F. Cagnetti +3

  33. math.AP 2026-05-02 reviewed
    Signed measures get unique transport maps that keep fractal dimension

    Optimal transport of signed measures: existence, uniqueness and fractal structure

    Bwo'Nyahre Baidi Barthelemy +2

  34. math.AP 2026-05-02 reviewed
    Unique transport maps exist for signed measures preserving fractal dimension

    Optimal transport of signed measures: existence, uniqueness and fractal structure

    Bwo'Nyahre Baidi Barthelemy +2

  35. math.AP 2026-05-02 reviewed
    Lamb-Chaplygin dipole spectrally stable without symmetry assumptions

    On the stability of Lamb-Chaplygin dipole for the 2D Euler equation

    Zexing Li +2

  36. math.AP 2026-05-02 reviewed
    New proofs establish Brunn-Minkowski for eigenvalues

    Convexity inequalities for eigenvalues and log-concavity of eigenfunctions

    Paul Bryan +2

  37. math.AP 2026-05-02 reviewed
    Vector unified transform yields explicit integrals for Dirac interfaces

    Resolving an interface problem for the Dirac equation by using the unified transform method

    C. A. Garc\'ia-Bibiano

  38. math.AP 2026-05-02 reviewed
    Degenerate hyperbolic PDEs admit observability with interior remainder

    Hidden Boundary Trace Regularity and an Observability Estimate with Interior Remainder for Boundary-Degenerate Hyperbolic Equations

    Dong-Hui Yang +1

  39. math.AP 2026-05-02 reviewed
    Projected tug-of-war game yields discrete scheme for regularized p-Laplacian

    A Projected Tug-of-War Game for the Regularized $p$-Laplacian

    Behrooz Moosavi Ramezanzadeh

  40. math.AP 2026-05-02 reviewed
    Global smooth solutions proven for thermoelastic phase transitions

    Global Smooth Solutions to a Thermoelastic Cauchy Problem in Phase Transitions

    M. Affouf

  41. math.DG 2026-05-02 reviewed
    Two-parameter path solves J-equation on singular Kähler metrics

    Poincar\'e type J-equation

    Xiuxiong Chen +1

  42. math.AP 2026-05-02 reviewed
    Energy dissipative solutions exist for state-dependent parabolic PDEs

    Energy Dissipative Solution to a Nonlinear Parabolic Systems with Unknown Dependent Coefficients

    Naotaka Ukai

  43. math.AP 2026-05-01 reviewed
    Mittag-Leffler convolutions reduce to finite sums

    Convolution-to-sum identities for Mittag-Leffler type functions

    William Cvetko +1

  44. math.AP 2026-05-01 reviewed
    Perturbations of p-mean curvature control minimizer stability in Heisenberg group

    Stability of p-area minimizing surfaces in the Heisenberg group

    Amir Moradifam +1

  45. math.AP 2026-05-01 reviewed
    Damped wave solution lifespan scales as ρ^{-(p-2)}

    Lifespan Lower Estimates for a Strongly Damped Semilinear Wave Equation

    Firas Kaabi

  46. math.OC 2026-05-01 reviewed
    Stackelberg-Nash controls nullify Stefan free boundary locally

    Stackelberg-Nash controllability for a multi-objective Stefan problem

    Thiago C. A de Carvalho +3

  47. math.AP 2026-05-01 reviewed
    Smooth implosions solve compressible Euler equations stably

    Smooth and stable Euler implosions

    Jiajie Chen +2

  48. math.AP 2026-05-01 reviewed
    Klein-Gordon-Zakharov system admits dipole solutions separating as 2 log t

    Existence of dipoles of Klein-Gordon-Zakharov system

    Vicente Alvarez +1

  49. math.AP 2026-05-01 reviewed
    Compact weighted traces allow Steklov solutions in cuspidal domains

    Compactness of weighted Sobolev trace operators and non-linear Steklov problems

    Alexander Menovschikov +1

  50. math.AP 2026-05-01 reviewed
    Fractional Laplacians improve Gagliardo-Nirenberg inequalities

    Gagliardo-Nirenberg type inequalities with a BMO term and fractional Laplacians

    Dung Le