Researcher

Mitchell Black

Mitchell Black researches control under uncertainty and safe autonomy. His shared work includes multi-agent reinforcement learning with explicit safety constraints. Black completed a Michigan master’s in aerospace engineering from 2016 to 2017. He conducted doctoral research from 2020 to 2023 on adaptation and prediction for control barrier functions. Black co-authored the RSS 2025 paper on distributed epigraph-form multi-agent reinforcement learning with Songyuan Zhang, Oswin So, Zachary Serlin and Chuchu Fan. It studies constrained control with centralized training and distributed execution, with simulation and quadcopter experiments. Black works as technical staff at MIT Lincoln Laboratory and researches formal control methods and machine-learning-based risk quantification.

Works
4
Citations
0
h-index
0

Publication numbers from OpenAlex, as of 14 October 2026.

Photo of Mitchell Black

Timeline

  1. 2016–2017

    Aerospace-control training

    Black completed a Michigan master’s in aerospace engineering from 2016 to 2017. He conducted doctoral research from 2020 to 2023 on adaptation and prediction for control barrier functions.

  2. 2025

    Distributed safe reinforcement learning

    Black co-authored the RSS 2025 paper on distributed epigraph-form multi-agent reinforcement learning with Songyuan Zhang, Oswin So, Zachary Serlin and Chuchu Fan. It studies constrained control with centralized training and distributed execution, with simulation and quadcopter experiments.

  3. As of October 2026

    Risk and learning for autonomy

    Black works as technical staff at MIT Lincoln Laboratory and researches formal control methods and machine-learning-based risk quantification.

Sources and credits

Photo: www.blackmitchell.com; creator not stated. License: Not stated by source. Source: blackmitchell.com. Cropped to a square and resized. Ask us to remove or replace this photo.

  1. About — Mitchell Black blackmitchell.com. Checked 13 October 2026.
  2. Solving Multi-Agent Safe Optimal Control with Distributed Epigraph Form MARL · Robotics: Science and Systems roboticsconference.org. Checked 13 October 2026.
  3. Mitchell Black blackmitchell.com. Checked 13 October 2026.