Analysis and Partial Differential Equations Unit Represented at JMM 2026

The Analysis and Partial Differential Equations Unit participated in the Joint Mathematics Meeting 2026 (JMM) with six invited lectures and two contributed talks.

Photo of APDE Unit Members in Washington D.C.

The Joint Mathematics Meeting (JMM) – the world’s largest and prestigious annual conference organized by the American Mathematical Society (AMS), Mathematical Association of America (MAA), and Society of Industrial and Applied Mathematics (SIAM) was held in Washington, DC, January 4-7, 2026. OIST Analysis & Partial Differential Equations Unit was represented with six invited lectures and two contributed talks at JMM 2026.

Invited lectures were:

Ugur G. Abdulla, Wiener-type Criteria for the Removability of the Fundamental Singularity and Uniqueness in Singular Dirichlet Problem for the Parabolic PDEs

Ugur G. Abdulla, Quantum Optimal Control in Coherent Spin Dynamics of Radical Pairs via Pontryagin Maximum Principle

Jose Rodrigues, Smoothing Quantum Optimal Control in Coherent Spin Dynamics of Radical Pairs via Filtering

Denis Brazke, Regularity of infinity for a class of linear degenerate elliptic equations

Ian Miller, Improving Global Existence and Blow Up Results for Rotating Solutions of NLS

Daniel Tietz, Wiener-Type Criterion for the Removability of the Fundamental Singularity for Linear Second-order Divergence Form Parabolic Operators with Smooth Coefficients

Contributed talks were:

Jose Rodrigues, Cancer Detection via Electrical Impedance Tomography and Optimal Control of Elliptic PDEs

Chenming Zhen, Exterior Cone Condition for the Removability of the Poisson Kernel-type Singularities for the Second Order Elliptic PDEs

Date:

13 January 2025

Category:

Institutional News

Research Unit

Analysis and Partial Differential Equations Unit

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