archive
Every paper Pith has read. Search by title, abstract, or pith.
1657 papers in math.PR · page 15
-
Eigenvector localization lengths exceed W powers in power-law band matrices
Localization Lengths of Power-Law Random Band Matrices
-
Combinatorial random matrices have smallest singular value of order n^{-1/2}
An upper bound on the smallest singular value of dense random combinatorial matrices
-
Chronological free entropy is concave on Wasserstein geodesics
Free information geometry and the model theory of noncommutative stochastic processes
-
Binary parameters keep any-species long-range swaps integrable
Integrability of Multispecies Long-Range Swap Models with Species-Dependent Interpolation
-
Decomposition reduces LQ McKean-Vlasov control to two simpler problems
A Decomposition Method for LQ Conditional McKean-Vlasov Control Problems with Random Coefficients
-
Geodesic flow ergodic exactly when dual graph walk recurrent
Quadratic differentials and random walks on the dual graph of a pants decomposition
-
Glauber dynamics mixes in O(n log n) for colorings with (1+δ)Δ colors
Sampling Colorings Close to the Maximum Degree: Non-Markovian Coupling and Local Uniformity
-
Hermite pair violates p-Stam inequality for all p greater than 2
Spectral Structure in Finite Free Information Inequalities and $p$-Stam Phase Transitions
-
FlowBoost pins p=2 as sharp threshold in finite free Stam inequalities
Spectral Structure in Finite Free Information Inequalities and $p$-Stam Phase Transitions
-
Replica symmetry holds up to the AT line in the SK model
Replica symmetry up to the de Almeida-Thouless line in the Sherrington-Kirkpatrick model
-
Non-conservative noise forces global scattering in Zakharov system
The stochastic Zakharov system in dimension $d \geq 4$: Local well-posedness and regularization by noise for scattering
-
Combinatorial matrices nonsingular except with exp(-cn) probability
The smallest singular value of signed random combinatorial matrices
-
Traffic distributions determine GFOM dynamics on deterministic matrices
Universality of first-order methods on random and deterministic matrices
-
Spatio-temporal exceedances converge to explicit limit
Asymptotic behavior of spatio-temporal point processes of exceedances
-
Eigenvectors semilocalize near edges in inhomogeneous random graphs
Semilocalization for inhomogeneous random graphs
-
Stochastic game yields solutions to doubly nonlinear PDE
A game-theoretical interpretation for a doubly nonlinear parabolic equation
-
Explicit rates to normality for entropy estimators on infinite alphabets
Berry-Esseen bounds for estimators of entropy and diversity indices on countable alphabets
-
Time-changed Lévy particles yield new stationary max-id processes
Maxima of stationary systems of randomly time-changed L\'evy particles
-
Vanishing noise preserves invariant measures of stochastic LLB equation
Stability of invariant measures of the stochastic Landau-Lifshitz-Bloch equation with vanishing noise
-
Graphon convergence gives Fisher-info rates for non-exchangeable particles
Quantitative Large Population Limit for Non Exchangeable Diffusions in Fisher Information
-
Law-invariance forces entropic form on cash-additive risk measures
Law-invariant BSDEs and dynamic risk measures: new characterizations
-
Dyadic shift boundedness equals Hilbert transform boundedness
A twosided linear estimate and a dyadic reduction of the UMD Conjecture
-
-
Fixed uniforms turn into exact Beta(a,1-a) samples
Extended One-Liners for the Beta, Gamma, and Dirichlet Distributions with Shape Parameters Below One
-
Hybrid method reaches low temperatures in spin glasses without instability
Tensor-Network Population Annealing
-
Mean-field descent-ascent flow oscillates indefinitely
Oscillating solutions to the mean-field Langevin descent-ascent flow
-
Bounded kernels suffice for quantitative propagation of chaos
Quantitative propagation of chaos for particle systems with bounded kernels and multiplicative noise
-
Sparse pinnings suffice for entropic independence with 1/c loss
Entropic independence via sparse localization
-
Gated M/GI/1 with vacations yields queue length and delay transforms
The Gated-Service M/GI/1 Queue with Single Vacations and Its Application to Batch-Service Queues
-
Six-state Markov chain shows strict gap between compression methods
A Strict Gap Between Relaxed and Partition-Constrained Spectral Compression in a Six-State Lumpable Markov Chain
-
Rank loss at coarser windows identifies exact depth in quiver Markov chains
Variable-Length Markov Chains on Finite Quivers: Boundary-Window Identifiability, Exact Depth, and Local Rank Comparison
-
Hidden entropy maximizer is the Markov extension of visible blocks
Entropy-Rate Selection for Partially Observed Processes
-
New bounds apply to heavy-tailed RLHF and SGLD
Tail-Aware Information-Theoretic Generalization for RLHF and SGLD
-
New curve derivative extends functional stochastic calculus
Derivatives Along a Curve and the Functional Stochastic Calculus
-
Verification threshold limits synthetic identities to spherical code size
On the Capacity of Distinguishable Synthetic Identity Generation under Face Verification
-
Mild solutions proven for fractional Navier-Stokes with Hermite noise
Fractional Navier-Stokes Equations with Caputo Derivative Driven by Hermite Noise
-
Glauber mixes polynomially at uniqueness threshold for antiferromagnetic spins
Edge-Tilting Field Dynamics: Rapid Mixing at the Uniqueness Threshold and Optimal Mixing for Swendsen-Wang Dynamics
-
Nonequilibrium starts give CLTs for occupation time in 2D SSEP
Nonequilibrium fluctuations and moderate deviations for the occupation time of the SSEP with Glauber dynamics
-
Sparse 0-1 matrices obey the circular law for d=o(n)
The circular law for sparse random combinatorial matrices
-
Half-normals disprove sum-max conjecture
A remark on the comparison of the sum and the maximum of positive random variables
-
Projected convergence on positive-measure directions implies weak convergence
Weak convergence from projected laws on a positive-measure set of directions
-
Nonlinear Vlasov-Fokker-Planck recast as Wasserstein gradient flow
Nonlinear Vlasov-Fokker-Planck equations: From generalized Wasserstein gradient flow to GENERIC structure
-
Singular SDEs with H<1/2 fractional noise solved via approximation limits
A singular SDE driven by additive fractional Brownian motion with Hurst parameter H<1/2
-
Exponential ergodicity shown for regime-switching neutral equations with infinite delay
Ergodicity for regime-switching neutral stochastic functional differential equations with infinite delay
-
Sharp rates for extreme local times in high-dimensional random walks
Large deviations for maximum local time of simple random walk in dimensions $d\ge 3$
-
Tug-of-war games sharpen Harnack constant to exp(C d log d)
Harnack inequality for $p$-harmonic functions: improved dimension dependence via tug of war
-
Tug-of-war games improve Harnack constant to exp(C d log d)
Harnack inequality for $p$-harmonic functions: improved dimension dependence via tug of war
-
Fixed positive sites fix uniform coset probabilities for CA measures
On a Constraint on Invariant Measures of Certain Cellular Automata
-
Voter model stays ergodic when anti-voter bonds flip dynamically
Ergodicity of the voter model with dynamic anti-voter bonds
-
Half-space models converge to directed landscape
The directed landscape in half-space