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99 papers in math.SP · page 1

  1. math.CO 2026-05-13 reviewed
    Cayley graphs revive quantum states at time 2π/p

    Quantum Fractional Revival and Entanglement Entropy in Unitary Cayley Graphs

    Duaa Abdullah

  2. cs.MA 2026-05-12 reviewed
    Successor spectra rank LLM topologies by three failure modes

    Predictive Maps of Multi-Agent Reasoning: A Successor-Representation Spectrum for LLM Communication Topologies

    Dalal Alharthi +1

  3. math.DG 2026-05-11 reviewed
    Hyperbolic catenoid has Robin nullity two in |k|=1 mode

    Robin nullity in mode $|k|=1$ and asymptotic radius of the critical hyperbolic catenoid

    Alexander Pigazzini

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

    Berry's phase under topology change

    Axel Tibbling +2

  5. math.FA 2026-05-10 reviewed
    Hypoelliptic negative powers obey Weyl asymptotics on graded groups

    Weyl asymptotic formulas in the nilpotent Lie group setting

    Dmitriy Zanin +3

  6. math-ph 2026-05-08 reviewed
    Strong-coupling limit produces effective model for periodic band inversion

    A mathematical study of periodic band inversion

    Maciej Zworski +1

  7. math.SP 2026-05-08 reviewed
    Quantum variance vanishes for operators on large hyperbolic surfaces

    Quantum Ergodicity on large hyperbolic surfaces for local and pseudolocal operators

    Nalini Anantharaman +1

  8. math.DG 2026-05-08 reviewed
    Negative curvature near trapped geodesics yields lossless Strichartz on conic surfaces

    Strichartz and Spectral Projection Estimates on Asymptotically Conic Manifolds

    Zhexing Zhang

  9. math-ph 2026-05-08 reviewed
    Energy-truncated Hamiltonians stable uniformly in volume

    Volume-Independent Spectral Stability of Energy-Truncated Effective Hamiltonians in Quantum Spin Systems

    Ayumi Ukai

  10. math.DG 2026-05-08 reviewed
    New invariant c_δ decides when Weyl law holds on manifolds

    The classical Weyl law for Schr\"odinger operators on complete Riemannian manifolds

    Junrong Yan +2

  11. stat.ML 2026-05-07 reviewed
    Attention weights follow top eigenvector of position matrix to maximize signal recovery

    How Does Attention Help? Insights from Random Matrices on Signal Recovery from Sequence Models

    Mohamed El Amine Seddik

  12. math.AP 2026-05-07 reviewed
    Eigenfunctions of quantum cat maps equidistribute on the torus

    Equidistribution of Eigenfunctions of Quantum Cat Maps

    Robert Koirala

  13. math.SP 2026-05-07 reviewed
    4-cycle stochastic matrices have their eigenvalues fully mapped

    On the Spectral Region of 4-Cycle Stochastic Matrices

    Andres Algaba +3

  14. math.SP 2026-05-07 reviewed
    Weighted log integrability forces Verblunsky coefficients into ℓ^{2m+2}

    Necessary Conditions for Single-Critical-Point Higher-Order Szeg\H{o} Sum Rules in OPUC

    Daxiong Piao

  15. math.SP 2026-05-07 reviewed
    Asymptotics locate all eigenvalues of perturbed Toeplitz matrices to O(1/n^3)

    Eigenvalues of one family of tridiagonal skew-self-adjoint Toeplitz matrices with complex perturbations on the corner

    A. Soto-Gonz\'alez +3

  16. math.DG 2026-05-06 reviewed
    1-form spectrum determines homogeneous 3-sphere metrics

    Hodge Laplacian on $1$-forms of homogeneous $3$-spheres

    Emilio A. Lauret +1

  17. math.SP 2026-05-06 reviewed
    Riesz property holds for L^r perturbations of degenerate oscillators

    Riesz property in the case of multiple eigenvalues

    Boris Mityagin +1

  18. math.SP 2026-05-05 reviewed
    Equilateral triangle uniquely minimizes eigenvalue functional

    Sharp Dirichlet eigenvalue inequalities on triangles

    Phanuel Mariano +2

  19. math-ph 2026-05-05 reviewed
    Borel resummation yields closed forms for two Laplacian determinants

    Two Regularized Determinants of Laplacian through Resurgence theory

    Shanzhong Sun +1

  20. math.DS 2026-05-04 reviewed
    Isospectral graphons arise from different geometries

    Graphons, Geometry, and Dynamics: Forward and Inverse Perspectives

    \'Agnes Backhausz +2

  21. math.CO 2026-05-04 reviewed
    Matrix products always non-negative when graph condition met

    A characterization for positive semi-definite matrix products

    Fan Wei +1

  22. 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

  23. math.DS 2026-05-04 reviewed
    Lyapunov exponent stays continuous for Gevrey cocycles when s+η is between 1 and 2

    Continuity of Lyapunov Exponent for Quasi-Periodic Gevrey Cocycles

    Xueyin Wang

  24. math.FA 2026-05-02 reviewed
    Formulas tie dissipation to node geometry in interpolation systems

    Dissipation and c-Entropy in Nevanlinna-Pick Interpolation

    Eduard Tsekanovskii +2

  25. math.SP 2026-05-02 reviewed
    Bloch variety irreducible iff quotient graph connected for generic parameters

    Generic Irreducibility of Bloch Varieties for Periodic Graph Operators

    Matthew Faust +1

  26. cs.LG 2026-05-01 reviewed
    Spectral sparsifiers keep GNN embedding geometry stable

    Spectral Graph Sparsification Preserves Representation Geometry in Graph Neural Networks

    Sanjukta Krishnagopal

  27. math.PR 2026-05-01 reviewed
    Symmetric reset sites remove rate dependence from ruin probability

    Spectral Duality and Reset-Neutral Distributions in Random Walks with Multi-Site Geometric Resetting

    Juan Antonio Vega Coso

  28. math.AP 2026-05-01 reviewed
    Catenoids gain extra kernel at radius critical points

    Robin nullity and asymptotic geometry of the critical hyperbolic catenoid

    Alexander Pigazzini

  29. math.AP 2026-05-01 reviewed
    Hyperbolic catenoid nullity jumps to 3 at radius critical points

    Robin nullity and asymptotic geometry of the critical hyperbolic catenoid

    Alexander Pigazzini

  30. math.AP 2026-05-01 reviewed
    Robin nullity reaches at least 3 at critical hyperbolic catenoids

    Robin nullity and asymptotic geometry of the critical hyperbolic catenoid

    Alexander Pigazzini

  31. math.DG 2026-04-30 reviewed
    Scalar curvature rigidity holds on odd-dimensional cone singularities

    Lipschitz rigidity for scalar curvature on singular manifolds in odd dimensions

    Lukas Schoenlinner

  32. math.SP 2026-04-30 reviewed
    Negative periodic perturbations shift non-local spectra left

    Negative spectrum of non-local operators with periodic potential

    E. Zhizhina +1

  33. math-ph 2026-04-30 reviewed
    Nilpotents collapse hypergeometric functions to polynomials

    Hypergeometric Functions of Nilpotent Operators: Functional Collapse and Structural Depth at Exceptional Points

    Ramon Moya

  34. math.CO 2026-04-29 reviewed
    Random walks normalize Hodge Laplacians on simplicial complexes

    Root-to-Leaf Path Random Walks, Normalized Hodge Laplacians, and Cheeger Inequalities on Simplicial Complexes

    Francesco Vigan\`o +3

  35. math-ph 2026-04-29 reviewed
    Chern character jumps keep states delocalized under disorder

    Dynamical delocalization in disordered 2D Chern insulators

    Constanza Rojas-Molina +2

  36. math.AP 2026-04-29 reviewed
    Chagas dispersal operator generates analytic semigroup

    Analytic semigroup generated by the dispersal process of a sylvatic transmission model of Chagas disease

    Alexandre Thorel (LMAH) +3

  37. math.SP 2026-04-29 reviewed
    All eigenvalue sets described for genus 3 graph Laplacians

    Flexibility of eigenvalues for graph Laplacians arising from genus 3 surfaces

    Alena Erchenko +2

  38. math.DG 2026-04-28 reviewed
    Hadamard coefficients derived from Green's operators

    Formulas for Hadamard coefficients in terms of Green's operators

    Lennart Ronge

  39. math.FA 2026-04-28 reviewed
    Resolvent holomorphy links Krylov solvability in Banach spaces

    Some results on Krylov solvability in Banach space and connections to spectral theory

    Noe Angelo Caruso

  40. math.FA 2026-04-28 reviewed
    Krylov solvability in Banach spaces blocked by missing complements

    Some results on Krylov solvability in Banach space and connections to spectral theory

    Noe Angelo Caruso

  41. math.DS 2026-04-28 reviewed
    Top Lyapunov exponent is real-analytic in probabilities with explicit polydisc

    Quantitative Analyticity for Lyapunov Exponents of Random Products of Matrices with Explicit Polydiscs and Cauchy Coefficient Bounds

    Abdoulaye Thiam

  42. math.DG 2026-04-28 reviewed
    p-Dirichlet eigenvalue fixes geometry of hyperbolic submanifolds

    Sharp Spectral Bounds for the $p$-Laplacian and Polyharmonic Operators on Asymptotically Hyperbolic Manifolds

    Samuel P\'erez-Ayala

  43. math.CO 2026-04-27 reviewed
    Any m-edge graph has permanental energy at least 2√m

    Permanental Energy of Graphs

    Priyanshu Pant +1

  44. math.DS 2026-04-27 reviewed
    Lyapunov exponents of random GL(2,R) cocycles obey explicit Hölder continuity

    Quantitative H\"older Regularity, Concentration, and Spectral Applications for Lyapunov Exponents of Random $\operatorname{GL}(2,\mathbb{R})$ Cocycles, with Extensions to $\operatorname{GL}(d,\mathbb{R})$

    Abdoulaye Thiam

  45. math.SP 2026-04-26 reviewed
    Moments of AMO intersection spectrum measure are polynomials in λ

    Generalized Aubry-Andr\'e formula and continuity of the intersection spectrum of the Almost Mathieu operator

    Anton Gorodetski +1

  46. math.CO 2026-04-25 reviewed
    Power hypertrees break reciprocal eigenvalue symmetry

    Eigenvalues of Hypergraph Products and Reciprocal Eigenvalue Property

    K Arathi Bhat +1

  47. math.CO 2026-04-25 reviewed
    Weighted formula extends trigonometric sum on discrete tori

    Weighted discrete tori and weighted trigonometric sums

    Chengjie Yu +1

  48. math.OA 2026-04-25 reviewed
    Matrix semicircle non-singular at zero iff pencil LR-semisimple

    An algebraic characterization of non-singular matrix semicircles

    Vladislav Kargin

  49. math.CA 2026-04-24 reviewed
    Finite weighted log integral forces Verblunsky decay for m=1,2,3

    Single-Point Higher-Order Szeg\H{o} Sum Rules in OPUC: Necessity for $m=1,2,3$

    Daxiong Piao

  50. math.CO 2026-04-24 reviewed
    New graph families share identical Seidel energy

    Some New Results on Seidel Equienergetic Graphs

    Kalpesh M. Popat +1