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657 papers in math.PR · page 1

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

    Irregular SLE(4) martingales and isomonodromic deformations

    Aleksandra Korzhenkova +2

  2. cs.CC 2026-05-13 reviewed
    Exact small-marginal match forces exponential closeness in larger ones

    Upper Bounds for Symmetric Approximate Bounded Indistinguishability

    Christopher Williamson

  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. stat.ME 2026-05-13 reviewed
    The paper develops a methodology to assess structural identifiability in spatio-temporal…

    Structural identifiability of partially-observed stochastic processes: from single-particle trajectories to total particle density data

    Alexander P. Browning +2

  5. math.PR 2026-05-12 reviewed
    CLT proven for homozygosity in hierarchical Pitman-Yor process

    Central limit theorem for the homozygosity of the hierarchical Pitman-Yor process

    J. E. Paguyo +1

  6. 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

  7. math.PR 2026-05-12 reviewed
    Itô integral defined for two-sided Lévy processes

    It\^o integral for a two-sided L\'evy process

    Jaime Garza +1

  8. cs.GT 2026-05-12 reviewed
    Sure-almost-sure window mean-payoff in MDPs is in P for fixed windows

    Sure-almost-sure and Sure-limit-sure Window Mean Payoff in Markov Decision Processes

    Pranshu Gaba +1

  9. math.PR 2026-05-12 reviewed
    SE(2) Langevin dynamics yield effective diffusion on R²

    Hypocoercive Langevin dynamics on the Lie group $\mathrm{SE}(2)$

    Andrea V. Hurtado-Quiceno +1

  10. cs.LG 2026-05-12 reviewed
    Averaging minibatch OT plans yields consistent couplings for flow matching

    Expected Batch Optimal Transport Plans and Consequences for Flow Matching

    Julie Delon +2

  11. math.PR 2026-05-12 reviewed
    Filtering equations now cover predictable jumps

    Nonlinear filtering with stochastic discontinuities

    F\'elix B. Tambe-Ndonfack +1

  12. math.OC 2026-05-12 reviewed
    Self-exciting SDE control obeys a stochastic maximum principle

    Stochastic control with self-exciting processes

    Heidar Eyjolfsson +1

  13. math.PR 2026-05-12 reviewed
    ℓ_p-balls have intrinsic volumes given by one-dimensional integrals

    Intrinsic volumes of $\ell_p$-balls and a continuum of Maxwell--Poincar\'e--Borel laws for their curvature measures

    Alexander Marynych +2

  14. math.ST 2026-05-12 reviewed
    Weaker likelihood ratio shapes still give stochastic orders

    Stochastic Ordering under Weaker Likelihood-Ratio Shape Conditions

    Z. Derbazi

  15. math.PR 2026-05-12 reviewed
    Radial component admits small-noise expansion under state-dependent impulses

    Fluctuation analysis for a randomly perturbed dynamical system with state-dependent impulse effects

    Ashif Khan +1

  16. cs.IT 2026-05-12 reviewed
    Ternary sum entropy maximized by mostly binary variables

    Maximum Entropy of Sums of Independent Ternary Random Variables

    Mladen Kova\v{c}evi\'c

  17. math.PR 2026-05-12 reviewed
    Existence and uniqueness hold for singular nonlocal Fokker-Planck PDE

    A non-local singular non-linear Fokker-Planck PDE

    Elena Issoglio (UNITO) +5

  18. math.PR 2026-05-12 reviewed
    Common noise yields unique weak solutions for measurable mean-field drifts

    Regularization of a mean-field SDE by an additive common noise: The conditional expectation case

    Benjamin Jourdain (CERMICS +2

  19. math.PR 2026-05-12 reviewed
    Quadratic variation convergence stabilizes compensated jump integrals

    Stability of Compensated Jump Integrals under Quadratic Variation Convergence

    Philip Kennerberg

  20. cs.LG 2026-05-12 reviewed
    Partial sharing yields tighter intervals under Byzantine attacks

    Partial Model Sharing Improves Byzantine Resilience in Federated Conformal Prediction

    Ehsan Lari +2

  21. math.PR 2026-05-12 reviewed
    Explicit measure makes entropy fifth derivative positive

    A Counterexample to the Gaussian Completely Monotone Conjecture

    Mark Sellke +1

  22. math.PR 2026-05-12 reviewed
    Tree min-max game value converges for d of 3 or more

    A noisy min-max game on trees

    Gourab Ray +2

  23. math.PR 2026-05-12 reviewed
    Coordinate directions maximize central densities of ℓ_p balls

    Convex order and heat flow for projection profiles of $\ell_p^n$ balls

    Soufiane Fafe

  24. math.PR 2026-05-11 reviewed
    Stochastic heat equation explodes with positive probability in intermediate regimes

    Positive probability of explosion for stochastic heat equation with superlinear accretive reaction term and polynomially growing multiplicative noise

    Michael Salins +1

  25. math.PR 2026-05-11 reviewed
    Two-type particles converge to McKean-Vlasov limit with traveling waves

    Flocking with Multiple Types: Competition, Fluid Limits and Traveling Waves

    Andrew Nguyen +1

  26. math.PR 2026-05-11 reviewed
    K-spine decomposition gives uniform samples of multitype branching genealogies

    Uniform sampling of multitype continuous-time Bienaym\'e-Galton-Watson trees

    Juan Carlos Pardo +2

  27. cs.LG 2026-05-11 reviewed
    Factored trees let agentic teams reuse past solution paths across problems

    GRAFT-ATHENA: Self-Improving Agentic Teams for Autonomous Discovery and Evolutionary Numerical Algorithms

    George Em Karniadakis +2

  28. math.PR 2026-05-11 reviewed
    Even-order GW functionals converge at rate n^{-2/max{min(d,4)}}

    Empirical Convergence of Even-Order Gromov-Wasserstein Functionals

    Vasyl Paliy

  29. math.MG 2026-05-11 reviewed
    Convex bodies have Gaussian marginals in most directions

    Dimension-free Gaussian tail estimates for linear functionals on convex bodies

    Brayden Letwin +1

  30. math.PR 2026-05-11 reviewed
    Modularity shows overlap gap on stochastic block model

    The stochastic block model has the overlap graph property for modularity

    David Gamarnik +6

  31. math.PR 2026-05-11 reviewed
    Subgaussian vectors equal sum of fixed Gaussians in any dimension

    On Talagrand's Convexity Conjecture

    Antoine Song +2

  32. 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

  33. stat.ML 2026-05-11 reviewed
    Transformer states converge uniformly to ODEs at rate O(1/L + 1/(L^{1/3} sqrt(H)))

    Uniform Scaling Limits in AdamW-Trained Transformers

    Christoph Reisinger +1

  34. math.PR 2026-05-11 reviewed
    Log scaling turns sweeps into tents or houses

    Logarithmic scaling of selective sweep curves: from tents to houses

    Andr\'as T\'obi\'as +3

  35. math.PR 2026-05-11 reviewed
    Curve shortening flow with jump noise decays exponentially to zero

    Stochastic curve shortening flow driven by a transport-type pure jump L\'evy noise

    Jianliang Zhai +3

  36. math.NA 2026-05-11 reviewed
    Three method classes for MD transport coefficients each carry error bounds

    Mathematical analysis and numerical methods for the computation of transport coefficients in molecular dynamics

    Alessandra Iacobucci +9

  37. math.PR 2026-05-11 reviewed
    Infinite measures admit unique cyclically monotone zero-couplings

    Zero-couplings of infinite measures with cyclically monotone support and multivariate regular variation

    Alexandre Reber +3

  38. math.PR 2026-05-11 reviewed
    Random lattices approximate Poisson points with exp-small error

    Poisson approximation of random lattices

    Boaz Klartag

  39. cs.CR 2026-05-11 reviewed
    Mild condition tightens Banaszczyk lattice Gaussian bound

    A Note on Banaszczyk's Inequality

    Chengliang Tian +2

  40. math.PR 2026-05-11 reviewed
    Secretary problem probabilities match exactly for Luce and Mallows

    A secretary for Messrs. Luce and Mallows

    Ross G. Pinsky

  41. math.PR 2026-05-11 reviewed
    Stochastic sandpiles stabilize to symmetric intervals on the line

    Limit shape of single-source stochastic sandpiles with $p$-topplings on $\mathbb{Z}$

    David Beck-Tiefenbach +2

  42. 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

  43. math.PR 2026-05-11 reviewed
    Martingale quadratic variation density forces exponential L2 decay in stochastic NLS

    Exponential Decay of $L^2$-Solutions to Stochastic Nonlinear Schr\"odinger Equations Driven by Continuous Martingales

    Isamu D\^oku +2

  44. cs.GT 2026-05-11 reviewed
    Vote-Left triples Faithful win rate in The Traitors

    The Vote-Left Equilibrium: A Deterministic Coordination Strategy for the Faithful in The Traitors

    Vince Knight

  45. math.PR 2026-05-11 reviewed
    Notes outline rough path theory for rough PDEs and SPDE applications

    Rough path theory and an introduction to rough partial differential equations

    Stefan Tappe

  46. stat.ME 2026-05-11 reviewed
    Past selections guide future choices via monotonicity model

    A Statistical Framework for Learning Preferences from the Past

    Krishanu Maulik +3

  47. math.PR 2026-05-10 reviewed
    Stochastic Wright equation has two invariant measures

    Stochastic Wright's Equation: Existence of Invariant Measures

    Mark van den Bosch +2

  48. stat.ML 2026-05-10 reviewed
    Normalizing flows recover fast equilibrium from slow data alone

    Learning stochastic multiscale models through normalizing flows

    Anan Saha +1

  49. 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

  50. cs.IT 2026-05-10 reviewed
    Rényi entropy is subadditive on the majorization lattice for all α

    Geometry of R\'enyi Entropy on the Majorization Lattice

    Anuj Kumar Yadav +1