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ML Engineer – Robotics

Mountain View | CA

TrulyRemote Verified

Hand-curated global remote job with direct application link

Technical Requirements

PythonC++PyTorchTensorFlowROSROS2SLAMComputer Vision

About the Role

A Series A AI/ML platform company is looking for an ML Engineer – Robotics to design, train, and deploy machine learning models that power autonomous systems. You'll work at the intersection of machine learning, control, and real-world robotics — building perception, planning, and decision-making pipelines alongside hardware and robotics engineers. Your work will help make machines adaptive and robust across diverse, real-world scenarios.

What You'll Do

  • Develop and optimize ML models for perception, motion planning, and control.
  • Build computer vision and sensor-fusion systems using camera, LiDAR, and IMU data.
  • Integrate learning-based models with robotics software stacks (ROS/ROS2).
  • Design pipelines for data collection, simulation, and reinforcement learning.
  • Collaborate with robotics and hardware engineers to deploy models in live environments.
  • Continuously evaluate model performance and robustness across diverse scenarios.

What We're Looking For

Required (Dealbreakers):

  • Proficiency in Python and C++, with hands-on experience using PyTorch and/or TensorFlow to build and deploy models.
  • Experience with ROS or ROS2 and integrating ML models into robotics software stacks for live deployments.

Required:

  • 3–10 years of experience in machine learning, robotics, or computer vision.
  • Strong grasp of robotics concepts such as localization, SLAM, control systems, and sensor fusion.
  • Experience with simulation environments (e.g., Gazebo, Isaac Sim, CARLA, MuJoCo, or PyBullet) for training, testing, or validation.
  • Familiarity with reinforcement learning, imitation learning, or adaptive control techniques applicable to robotics.
  • Experience deploying ML models in real-time or embedded environments.

Nice to Have:

  • Experience with on-board/edge deployment and optimizing models for constrained hardware.