All Research Papers Published In SIAM Journal on Mathematical Analysis

Research Article
10.1137/25m1743259

An Analysis of the Entire Functions Associated with the Operator of the KdV Equation

May 04, 2026
SIAM Journal on Mathematical Analysis
Roberto De Almeida Capistrano-Filho + 2 more +2

Research Article
10.1137/25m1724183

Fully Nonlinear Elliptic PDEs in Thin Domains with Oblique Boundary Condition

Mar 16, 2026
SIAM Journal on Mathematical Analysis
Isabeau Birindelli + 2 more +2

Research Article
10.1137/24m1684372

Transverse Instability of Stokes Waves at Finite Depth

Feb 18, 2026
SIAM Journal on Mathematical Analysis
Ryan P Creedon + 2 more +2

Research Article
10.1137/25m1755539

Examples of \({p}\)-Harmonic Maps

Jan 12, 2026
SIAM Journal on Mathematical Analysis
Anna Sergeevna Balci + 3 more +3

Research Article
10.1137/24m172127x

Chemotaxis and Reactions in Anomalous Diffusion Dynamics

Jan 02, 2026
SIAM Journal on Mathematical Analysis
Crystianne L D Andrade + 1 more +1

Research Article
10.1137/25m173243x

On the Interplay between the Light Ray and the Magnetic X-Ray Transforms

Nov 14, 2025
SIAM Journal on Mathematical Analysis
Lauri Oksanen + 2 more +2

Research Article
10.1137/24m1689351

Volume-Preserving Mean-Curvature Flow as a Singular Limit of a Diffusion-Aggregation Equation

Nov 05, 2025
SIAM Journal on Mathematical Analysis
Antoine Mellet + 1 more +1

Research Article
2
10.1137/24m1642895

Linear-Quadratic Mean Field Games in Hilbert Spaces

Nov 03, 2025
SIAM Journal on Mathematical Analysis
Salvatore Federico + 2 more +2

This paper represents the first attempt to develop a theory for linear-quadratic mean field games in possibly infinite dimensional Hilbert spaces. As a starting point, we study the case, considered in most finite dimensional contributions on the topic, where the dependence on the distribution enters just in the objective functional through the mean. This feature allows, similarly to the finite dimensional case, to reduce the usual mean field game system to a Riccati equation and a forward backward coupled system of abstract evolution equations. Such system is completely new in infinite dimension and no results have been proved on it so far. We show existence and uniqueness of solutions for such system, applying a delicate approximation procedure. We apply the results to a production output planning problem with delay in the control variable.

Research Article
1
10.1137/24m1719165

Large Time Analysis of the Rate Function Associated to the Boltzmann Equation: Dynamical Phase Transitions

Oct 07, 2025
SIAM Journal on Mathematical Analysis
Giada Basile + 3 more +3

Research Article
1
10.1137/23m1617904

Degenerate Mean Field Type Control with Linear and Unbounded Diffusion, and Their Associated Equations

Sep 17, 2025
SIAM Journal on Mathematical Analysis
Alain Bensoussan + 3 more +3