I am a multidisciplinary researcher with a wide variety of research interests, including multi-robot exploration and applied mathematics in robotics. Full List of Publications📄
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Journals: TNNLS, EAAI, TNSE, TMECH, TETCI, TASE, TAI, TCDS, Cluster Computing, IJMS
Conference: ROBIO
GPA: 4.93/5
Scholarship: SUTD PhD Fellowship (HRH-SUTD Scholarship) sponsored by Ministry of Education, Singapore
Thesis: Advanced Collaborative Multi-Robot Exploration Strategies for Challenging and Constrained Scenarios
Supervisors: Assoc. Prof. Chau Yuen, Nanyang Technological University (NTU), Singapore
Assoc. Prof. U-Xuan Tan, Singapore University of Technology and Design (SUTD), Singapore
GPA: 4.51/5
Scholarship: HRH Princess Maha Chakri Sirindhorn Skoltech Master of Science Scholarship sponsored by Skolkovo Foundation, Russia
Thesis: Analysis of Pedestrian Behavior for Different Social Force Models
Supervisor: Prof. Nikolai Brilliantov, University of Leicester, United Kingdom & Skolkovo Institute of Science and Technology (Skoltech), Russia
Internship: Automated Molecular Dynamics Protocols for Soluble Proteins, iMolecule, Skoltech, Russia
GPA: 3.83/4
Scholarship: Development and Promotion of Science and Technology Talents Project sponsored by Royal Government of Thailand
Thesis: Sequential Riemann Delta Integrals on Time Scales
Supervisor: Asst. Prof. Sawanya Sakuntasathien, Silpakorn University, Thailand
Scholarship: Development and Promotion of Science and Technology Talents Project sponsored by Royal Government of Thailand
Topics: Real Analysis, Differential Equations
Supervisor: Prof. Mohammad Rammaha, University of Nebraska–Lincoln, USA
Fully Funded Practitioner (Top 16 Globally)
Venue: Vrije Universiteit Brussel, Belgium 🇧🇪
Title: MEF-Explore: Communication-Constrained Multi-Robot Entropy-Field-Based Exploration (Published in IEEE TASE)
Venue: JTC LaunchPad, Singapore’s Silicon Valley 🇸🇬
Collaborative multiple robots for unknown environment exploration have become mainstream due to their remarkable performance and efficiency. However, most existing methods assume perfect robots’ communication during exploration, which is unattainable in real-world settings. Though there have been recent works aiming to tackle communication-constrained situations, substantial room for advancement remains for both information-sharing and exploration strategy aspects. In this paper, we propose a Communication-Constrained Multi-Robot Entropy-Field-Based Exploration (MEF-Explore). The first module of the proposed method is the two-layer inter-robot communication-aware information-sharing strategy. A dynamic graph is used to represent a multi-robot network and to determine communication based on whether it is low-speed or high-speed. Specifically, low-speed communication, which is always accessible between every robot, can only be used to share their current positions. If robots are within a certain range, high-speed communication will be available for inter-robot map merging. The second module is the entropy-field-based exploration strategy. Particularly, robots explore the unknown area distributedly according to the novel forms constructed to evaluate the entropies of frontiers and robots. These entropies can also trigger implicit robot rendezvous to enhance inter-robot map merging if feasible. In addition, we include the duration-adaptive goal-assigning module to manage robots’ goal assignment. The simulation results demonstrate that our MEF-Explore surpasses the existing ones regarding exploration time and success rate in all scenarios. For real-world experiments, our method leads to a 21.32% faster exploration time and a 16.67% higher success rate compared to the baseline.
Source code is available upon request.
Multi-robot collaboration has become a needed component in unknown environment exploration due to its ability to accomplish various challenging situations. Potential-field-based methods are widely used for autonomous exploration because of their high efficiency and low travel cost. However, exploration speed and collaboration ability are still challenging topics. Therefore, we propose a Distributed Multi-Robot Potential-Field-Based Exploration (DMPF-Explore). In particular, we first present a Distributed Submap-Based Multi-Robot Collaborative Mapping Method (DSMC-Map), which can efficiently estimate the robot trajectories and construct the global map by merging the local maps from each robot. Second, we introduce a Potential-Field-Based Exploration Strategy Augmented with Modified Wave-Front Distance and Colored Noises (MWF-CN), in which the accessible frontier neighborhood is extended, and the colored noise provokes the enhancement of exploration performance. The proposed exploration method is deployed for simulation and real-world scenarios. The results show that our approach outperforms the existing ones regarding exploration speed and collaboration ability.
Source code is available upon request.
Nowadays, several real-world tasks require adequate environment coverage for maintaining communication between multiple robots, for example, target search tasks, environmental monitoring, and post-disaster rescues. In this study, we look into a situation where there are a human operator and multiple robots, and we assume that each human or robot covers a certain range of areas. We want them to maximize their area of coverage collectively. Therefore, in this paper, we propose the Graph-Based Multi-Robot Coverage Positioning Method (GMC-Pos) to find strategic positions for robots that maximize the area coverage. Our novel approach consists of two main modules: graph generation and node selection. Firstly, graph generation represents the environment using a weighted connected graph. Then, we present a novel generalized graph-based distance and utilize it together with the graph degrees to be the conditions for node selection in a recursive manner. Our method is deployed in three environments with different settings. The results show that it outperforms the benchmark method by 15.13% to 24.88% regarding the area coverage percentage.
Source code is available upon request.