Analysis & PDEs
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- The point-cross dimension
- Singular stationary Navier-Stokes flows: examples and stability
- Long Time Well-posedness for the Benjamin-Ono Equation with Quasi-Periodic Initial Data
- Suppression of the Benjamin-Feir instability by constant vorticity
- A Note on the Smoluchowski Coagulation-Fragmentation Equation with Fractional Laplacian
- From Entanglement Bootstrap to DHR Theory
- The General-Relativistic Limit of f(R) Gravity
- The Mean First-Reaction Time on a Thin Filament in a 3-D Domain
- Electromagnetic Potentials via the Extended Maxwell System
- Genericity of singularities of solutions to quasilinear systems on compact sets
- Nonlocal Equations on Domains and Manifolds Without Symmetries
- Semiclassical Band Splitting in the Infinite Chern Band Model
- The determinant of the Dirichlet-to-Neumann map for a surface with boundary and periods of holomorphic differentials on its double
- Free energy and spectral edge of the SYK model
- Fractional-Order Dynamic Illumination Adjustment for Low-Light Enhancement Using Luminance Segmentation
- Fractional Spectral Collocation with Generalized Rational Jacobi Functions on the Half-Line
- Offline–Online Decoupled Architecture for Projected Microsecond-Latency and near Machine-Precision Caputo Fractional Derivative Evaluation, with an Edge-Computing Feasibility Study
- On the Existence, Uniqueness, and Numerical Solutions of a Time-Fractional Pseudo-Parabolic Equation Under Periodic Boundary Conditions
- Adaptive Predefined-Time Output-Feedback Control of Uncertain Nonlinear Systems with Dead-Zone Actuation via Fractional-Power Feedback
- LIMITING ABSORPTION PRINCIPLE FOR SCHRÖDINGER OPERATORS WITH OSCILLATING POTENTIAL.
- Sharp Adams inequality for Critical Biharmonic Equations with Hardy--Hénon Weights in ℝ4
- Neural Stream Function Method for Electrical Impedance Tomography with Lipschitz Conductivities
- On the Hodge Extension of Local Kähler Forms
- Maximum Diversity and Support Transitions on Disks and Three-Dimensional Balls
- Regularizing the Navier-Stokes Equations via Additive Type Noise plus Small Linear Multiplicative Noise