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677 papers in math.MP · page 1

  1. hep-th 2026-05-13 reviewed
    Goldstone mode at null infinity is not a proper observable

    An algebra of proper observables at null infinity: Dirac brackets, Memory and Goldstone probes

    Rodrigo Andrade e Silva +1

  2. math-ph 2026-05-13 reviewed
    Loewner evolution of parameters produces SLE(4) martingales

    Irregular SLE(4) martingales and isomonodromic deformations

    Aleksandra Korzhenkova +2

  3. math-ph 2026-05-13 reviewed
    The paper examines time series of Fourier modes in forced two-dimensional turbulence

    Stochastic modeling of Fourier modes in two-dimensional turbulence via filtered white noise

    Andrea Zanoni +2

  4. math-ph 2026-05-13 reviewed
    The paper formulates volumetric growth in linear elasticity as an optimization-driven…

    Volumetric Growth in Linear Elasticity Driven by an Optimality Criterion

    Marco Picchi Scardaoni +2

  5. math-ph 2026-05-13 reviewed
    Connes distances stay fixed under unitary changes to quantum states

    Unitary invariance of Connes spectral distances of quantum states

    Bing-Sheng Lin +2

  6. hep-th 2026-05-12 reviewed
    Refined Chern-Simons universality holds only for simply laced groups

    A note on universality in refined Chern-Simons theory

    Andrei Mironov +1

  7. math-ph 2026-05-12 reviewed
    Tree-like pairings guarantee factorization of tensor invariants at large N

    Large $N$ factorization of families of tensor trace-invariants

    Johann Chevrier +2

  8. math-ph 2026-05-12 reviewed
    Exact stationary PDF for reflected random walks derived analytically

    An analytical approach to calculating stationary PDFs for reflected random walks with an application to BESS-based ramp-rate control

    \'Alvaro Herrera +4

  9. physics.optics 2026-05-12 reviewed
    Operator method derives Green's function for layered media

    General and concise operator approach to the dyadic Green's function of layered media

    Aliaksandr Arlouski +3

  10. math-ph 2026-05-12 reviewed
    Fractal supports follow Takagi functions for uniform seabed load

    Quasi-Sierpinski Structure for Uniform Load Distribution

    Javier Rodr\'iguez-Cuadrado +1

  11. math-ph 2026-05-12 reviewed
    AKLT ground states match across finite and infinite volumes on two lattices

    Local Topological Quantum Order and Spectral Gap Stability for the AKLT Models on the Hexagonal and Lieb Lattices

    Amanda Young +2

  12. gr-qc 2026-05-12 reviewed
    Deformations tune Mixmaster epoch lengths

    Chaos and epoch structure in the deformed Mixmaster universe

    Babak Vakili

  13. gr-qc 2026-05-12 reviewed
    Variable choice decides what the Friedmann equations reveal

    The choice of variables in cosmological dynamical systems

    Antonio d'Alfonso del Sordo +1

  14. nlin.CD 2026-05-12 reviewed
    Chaotic billiards stay uniform under noise

    Stochastically perturbed billiards: fingerprints of chaos and universality classes

    Matteo Burlo +1

  15. math.AP 2026-05-12 reviewed
    Integral solution stabilizes finite flow model

    The unified transform for Burgers' equation: Application to unsaturated flow in finite interval

    Athanasios Paraskevopoulos +2

  16. math-ph 2026-05-12 reviewed
    iQuad sensor's linear operator equals its own adjoint

    A self-adjoint Fourier-type model for the iQuad wavefront sensor

    Alfred Miksch +4

  17. math-ph 2026-05-12 reviewed
    Feynman-Kac formula holds for renormalized spin-boson model

    A Feynman-Kac Formula for the Subcritical Ultraviolet-Renormalized Spin Boson Model

    Benjamin Hinrichs +1

  18. nlin.AO 2026-05-12 reviewed
    Asymmetric delay enlarges active π state in 1D swarmalators

    The role of asymmetric time delay and its structure in 1D swarmalators

    Gourab Kumar Sar +2

  19. cond-mat.mes-hall 2026-05-12 reviewed
    Free fermion classification reduces to graded algebra decomposition

    The Algebra of Free Fermions: Classifying Spaces, Hamiltonians, and Computation

    Tian Yuan +1

  20. math.AP 2026-05-12 reviewed
    NLS solutions depend continuously on nonlinearity power

    Dependence of the nonlinear Schr{\"o}dinger flow upon the nonlinearity

    Guillaume Ferriere (Paradyse) +2

  21. math-ph 2026-05-12 reviewed
    Deterministic motion emerges exactly as contact-flow attractor

    When Stochasticity Resolves into Certainty: Hidden Structure of Deterministic Motion

    D.Y. Zhong

  22. math.DG 2026-05-11 reviewed
    Timelike curvature bounds survive ℓ-convergence of generalized cones

    Convergence of Lorentzian spaces and curvature bounds for generalized cones

    Christian Ketterer

  23. math.AG 2026-05-11 reviewed
  24. quant-ph 2026-05-11 reviewed
    3D Hamiltonian encodes qubit for exponential time at finite temperature

    A passive self-correcting quantum memory in three dimensions

    Margarita Davydova +2

  25. math.PR 2026-05-11 reviewed
    Random conductances preserve scaling limits for nonlinear Gaussian functionals

    Scaling limits for nonlinear functionals of the discrete Gaussian free field with degenerate random conductances

    Christof F. Peter +1

  26. math.AP 2026-05-11 reviewed
    Positivity makes generalized Stokes operator invertible on cylindrical domains

    Well-posedness of a generalized Stokes operator on domains with cylindrical ends via layer-potentials

    Mirela Kohr +2

  27. math.SP 2026-05-11 reviewed
    Real eigenfunctions still produce non-trivial Berry phase

    Berry's phase under topology change

    Axel Tibbling +2

  28. math.AP 2026-05-11 reviewed
    One-sided balance condition yields new entropy structures for 3-wave equations

    Entropy Structures and Long-Time Relaxation for 3-Wave Kinetic Equations

    Gigliola Staffilani +1

  29. quant-ph 2026-05-11 reviewed
    Local two-qubit equivalence skips the Weyl chamber

    On the KAK Decomposition and Equivalence Classes

    Dawei Ding +2

  30. math-ph 2026-05-11 reviewed
    Casimir forces between point obstacles always attract

    Vacuum and thermal fluctuations of a scalar field with point interactions

    Davide Fermi +1

  31. math-ph 2026-05-11 reviewed
    Observables on n-plectic manifolds form a Kan-complex n-groupoid

    A Simplicial Approach to Higher Geometric Quantization

    Qian Zhang

  32. math-ph 2026-05-11 reviewed
    New axiom secures Haag duality for cones in topological order

    Local topological order, Haag duality, and reflection positivity

    Daniel Wallick +2

  33. gr-qc 2026-05-11 reviewed
    Dirac field embeds consistently in LRS spacetimes

    The Dirac field in LRS space-times: a covariant approach

    Giuseppe De Maria +3

  34. math.AG 2026-05-11 reviewed
    Central extensions of tangent sheaf on formal 2-disk classified

    Two-dimensional Virasoro algebras

    Brian R. Williams +1

  35. physics.app-ph 2026-05-11 reviewed
    Imaginary-time evolution filters spectra and caps stable real-time reconstruction

    Analytic Continuation Between Real- and Imaginary-Time Quantum Dynamics and the Fundamental Instability of Inverse Reconstruction

    Pengfei Zhu

  36. math.AP 2026-05-11 reviewed
    Nudging converges for parabolic equations with noisy observations

    Continuous Data Assimilation for Semilinear Parabolic Equations with Multiplicative Observation Noise

    Filippo Palma +4

  37. math-ph 2026-05-11 reviewed
    Cutoff spectral triples converge to minimally coupled Dirac operator

    From Noncommutative Kinematics to \(U(1)_{\star}\) Gauge Theory: A Family of Spectral Triples with Localized Gauge-induced Perturbations

    Md. Rafsanjany Jim +2

  38. hep-th 2026-05-11 reviewed
    Complex Hopf fibration classifies FQH bulk-edge effects

    Bulk-Edge Correspondence via Higher Gauge Theory

    Hisham Sati +1

  39. math-ph 2026-05-11 reviewed
    Boson scalar product yields BUC plane partition count

    Generalized i-boson model and boxed BUC plane partitions

    Denghui Li +2

  40. cond-mat.stat-mech 2026-05-11 reviewed
    Planar lattices achieve arbitrarily high Ising Tc

    Families of planar lattices with arbitrarily high $T_{\rm c}$ for the ferromagnetic Ising model

    Connor M. Walsh +2

  41. cond-mat.mes-hall 2026-05-11 reviewed
    Hexagonal Hofstadter model yields exact localization phases

    Localization phase diagram of the Hexagonal Lattice with irrational magnetic flux

    Qi Gao +2

  42. math-ph 2026-05-10 reviewed
    Two parameters in a recursion induce bound states in free-particle systems

    Two-parameter classes of exactly solvable quantum systems

    A. D. Alhaidari

  43. hep-th 2026-05-10 reviewed
    Eigenvector joint distributions in random tensors reduce to one geometry function

    Joint distributions of eigenvectors of symmetric random tensors

    Naoki Sasakura

  44. math.PR 2026-05-10 reviewed
    Dyadic limits of Doob kernels build Markov family for 3D point interaction

    A dyadic construction of a three-dimensional attractive point interaction Markov family

    Barkat Mian

  45. quant-ph 2026-05-10 reviewed
    BKM midpoint estimate bounds relative entropy to block diagonal

    Midpoint BKM Estimates and Boundary Coherence

    Hassan Nasreddine

  46. math-ph 2026-05-10 reviewed
    2-cocycles classify symmetry actions in hidden quantum Markov models

    Cocycle Actions on Hidden Quantum Markov Models: Symmetry Protection and Topological Order

    Abdessatar Barhoumi +1

  47. math.AG 2026-05-10 reviewed
    Refined lattice counts compute Euler characteristics of Klein moduli spaces

    Refined lattice point counting on the moduli space of Klein surfaces

    Alessandro Giacchetto +3

  48. math.SG 2026-05-10 reviewed
    Metriplectic flows on jet bundles conserve energy while entropy rises

    Metriplectic dynamical systems on contact manifolds

    Philip J. Morrison +1

  49. math.FA 2026-05-10 reviewed
    Extension principles build nonuniform wavelet frames on non-Archimedean fields

    Construction of Nonuniform Wavelet Frames on Non-Archimedean Fields

    Neyaz Ahmad +1

  50. math-ph 2026-05-10 reviewed
    Global bundle replaces local displacement gradient for phonons

    A Bundle-Theoretic Formulation of Phonons in Crystalline Phases

    Aleksey Prots