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20232026
most citedTransformers are Universal In-context Learners

2 citations · 7 across the 19 of their papers we have counts for

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math.AP2026

Generic Recovery of Permittivity and Permeability in Anisotropic Maxwell Systems

Antonio Cocan, Maarten V. de Hoop, Joonas Ilmavirta +2

We study the inverse problem of recovering the constitutive tensors of a homogeneous anisotropic electromagnetic medium without magnetoelectric coupling (non-chiral) from its Fresn…

math.AP2026

Riesz-Kernel Stein Variational Gradient Descent: Renormalized Entropy and Long-Time Particle Limits

Trevor Teolis, Maarten V. de Hoop

Stein variational gradient descent (SVGD) transports interacting particles toward a target distribution through deterministic kernelized dynamics. Singular Riesz kernels are attrac…

math.AP2026

Moving localized observations and Ces{à}ro asymptotic observability for conservative PDEs

Maarten V. de Hoop, Antti Kykkänen, Emmanuel Trélat

We develop a deterministic large-time mechanism yielding Ces{à}ro asymptotic observability inequalities from moving localized observations for conservative evolutions. On each obse…

math.AP2024

Exact Boundary Controllability for Reduced System Associated to Extended Maxwell Systems

Maarten V. de Hoop, Ching-Lung Lin, Gen Nakamura

In the theory of viscoelasticity, an important class of models admits a representation in terms of springs and dashpots. Widely used members of this class are the Maxwell model and…

math.AP20241 cited

Anisotropic extended Burgers model, its relaxation tensor and properties of the associated Boltzmann viscoelastic system

Maarten de Hoop, Masato Kimura, Ching-Lung Lin +2

We provide a new method for constructing the anisotropic relaxation tensor and proving its exponential decay property for the extended Burgers model (abbreviated by EBM). The EBM i…

math.AP2024

Weyl formulae for some singular metrics with application to acoustic modes in gas giants

Yves Colin de Verdìère, Charlotte Dietze, Maarten V. de Hoop +1

This paper is motivated by recent works on inverse problems for acoustic wave propagation in the interior of gas giant planets. In such planets, the speed of sound is isotropic and…