activity
20172022
most citedInput-to-State Stability for the Control of Stefan Problem with Respect to Heat Loss

8 citations · 28 across the 16 of their papers we have counts for

collaborators

16 papers

math.OC2022

Event-Triggered Safe Stabilizing Boundary Control for the Stefan PDE System with Actuator Dynamics

Shumon Koga, Cenk Demir, Miroslav Krstic

This paper proposes an event-triggered boundary control for the safe stabilization of the Stefan PDE system with actuator dynamics. The control law is designed by applying Zero-Ord…

math.OC2022

Input Delay Compensation for Neuron Growth by PDE Backstepping

Cenk Demir, Shumon Koga, Miroslav Krstic

Neurological studies show that injured neurons can regain their functionality with therapeutics such as Chondroitinase ABC (ChABC). These therapeutics promote axon elongation by ma…

cs.RO2022

Active Mapping via Gradient Ascent Optimization of Shannon Mutual Information over Continuous SE(3) Trajectories

Arash Asgharivaskasi, Shumon Koga, Nikolay Atanasov

The problem of active mapping aims to plan an informative sequence of sensing views given a limited budget such as distance traveled. This paper consider active occupancy grid mapp…

math.OC2022

Neuron Growth Output-Feedback Control by PDE Backstepping

Cenk Demir, Shumon Koga, Miroslav Krstic

Neurological injuries predominantly result in loss of functioning of neurons. These neurons may regain function after particular medical therapeutics, such as Chondroitinase ABC (C…

math.OC2021

Safe PDE Backstepping QP Control with High Relative Degree CBFs: Stefan Model with Actuator Dynamics

Shumon Koga, Miroslav Krstic

High-relative-degree control barrier functions (hi-rel-deg CBFs) play a prominent role in automotive safety and in robotics. In this paper we launch a generalization of this concep…

cs.RO2021

Active SLAM over Continuous Trajectory and Control: A Covariance-Feedback Approach

Shumon Koga, Arash Asgharivaskasi, Nikolay Atanasov

This paper proposes a novel active Simultaneous Localization and Mapping (SLAM) method with continuous trajectory optimization over a stochastic robot dynamics model. The problem i…