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From the 1 of 10 linked papers with an AI index.

most citedModeling and Simulation of Open Membranes in Stokes Flow with Mixed-Dimensional Coupling

1 citations · 1 across the 3 of their papers we have counts for

collaborators

10 papers

math.NA20261 cited

Modeling and Simulation of Open Membranes in Stokes Flow with Mixed-Dimensional Coupling

Han Zhou, Yuan-Nan Young, Yoichiro Mori

The paper introduces a mathematical and computational framework that couples three‑dimensional Stokes flow, a two‑dimensional lipid bilayer membrane, and its one‑dimensional free e…

math.OC2026

A Conservation Law for Equilibrium Propagation and Coupled Learning

Joshua A. McGinnis, Adam G. Kline, Yoichiro Mori

In this paper we show that the physical learning methods known as coupled learning (CL) and equilibrium propagation (EP) conserve a mass-like quantity in the trainable parameters i…

math.OC2026

Coercivity and Local Convergence of Physical Learning in Linear Circuits

Joshua A. McGinnis, Xinbo Li, Yoichiro Mori

Physical learning methods train physical networks to perform computational tasks using only local update rules, exploiting the physics of the system to handle the global transfer o…

physics.bio-ph2026

Surfing on metachronal waves: ciliary transport by inertial coasting

Rafał Błaszkiewicz, Margot Young, Albane Théry +4

Motile cilia drive biological fluid transport through whip-like beating motions that synchronize into metachronal waves. The lengths of these cilia span three orders of magnitude,…

math.PR2026

Error analysis of an acceleration corrected diffusion approximation of Langevin dynamics with background flow

Yoichiro Mori, Chanoknun Sintavanuruk, Truong-Son P. Van

We consider the problem of approximating the Langevin dynamics of inertial particles being transported by a background flow. In particular, we study an acceleration corrected advec…

math.AP2026

Well-posedness of the Langmuir film problem

Yoichiro Mori, Shinya Okabe, Koya Sakakibara

We analyze the inviscid Langmuir layer--Stokesian subfluid (ILLSS) model for two-phase Langmuir monolayers coupled to a Stokes flow in the underlying subfluid. Eliminating the bulk…