activity
20202026
most citedAn excursion onto Schrödinger's bridges: Stochastic flows with spatio-temporal marginals

3 citations · 3 across the 12 of their papers we have counts for

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5 papers · 1 filter

math.OC2026

Second-Order Mean-Field Schrödinger Bridges with Partial State Information

Asmaa Eldesoukey, Md Zulfiqur Haider, Italo Napolitano +2

Motivated by scenarios in control systems where decision making is informed by only partial information about the states, we introduce a novel formulation of the Schrödinger bridge…

math.OC2026

Schrödinger Bridges over Kinetic Swarming Models

Asmaa Eldesoukey, Md Zulfiqur Haider, Italo Napolitano +2

Paradigmatic interaction models explain how collective behaviors can emerge in complex systems from interactions among the constituent agents. In bio-inspired swarms, however, inte…

math.OC2026

Nonlinear Non-Gaussian Density Steering with Input and Noise Channel Mismatch: Sinkhorn with Memory for Solving the Control-affine Schrödinger Bridge Problem

Georgiy A. Bondar, Asmaa Eldesoukey, Yongxin Chen +1

Solutions to the Schrödinger bridge problem and its generalizations yield feedback control policies for optimal density steering over a controlled diffusion. To numerically compute…

eess.SY2026

On the Isospectral Nature of Minimum-Shear Covariance Control

Ralph Sabbagh, Asmaa Eldesoukey, Mahmoud Abdelgalil +1

We revisit Brockett's attention in the context of bilinear gradient flow of an ensemble, and explore an alternative formalism that aims to reduce shear by minimizing the conditioni…

math.OC2026

A Generalized Sinkhorn Algorithm for Mean-Field Schrödinger Bridge

Asmaa Eldesoukey, Yongxin Chen, Abhishek Halder

The mean-field Schrödinger bridge (MFSB) problem concerns designing a minimum-effort controller that guides a diffusion process with nonlocal interaction to reach a given distribut…