Papers
3
Total Citations
72
H-Index
3
About
Sara Abdallaoui is an emerging researcher specializing in autonomous robotics, path planning, and intelligent navigation systems. Her work sits at the intersection of mobile robotics and advanced driving assistance, addressing one of the field's most pressing challenges: enabling autonomous vehicles and robots to navigate complex environments safely and efficiently. Abdallaoui's most influential contribution, a comprehensive review of safe control techniques for autonomous vehicles published in 2022, has already accumulated 64 citations, demonstrating significant community recognition of her ability to synthesize and contextualize the evolving landscape of path planning methodologies. This work traces the developmental arc of mobile robot navigation, highlighting how emerging technologies have progressively simplified collision-free movement in dynamic environments. Building on this foundation, her subsequent research introduces innovative obstacle avoidance strategies grounded in the Limit Cycle approach. Her 2023 publications explore both static and dynamic obstacle scenarios, with the Parallel Elliptic Limit-Cycle method offering a particularly promising framework for real-world robotic applications. These contributions reflect a coherent and purposeful research trajectory aimed at advancing the reliability of autonomous systems. For students entering robotics or autonomous systems research, Abdallaoui's work provides both a strong theoretical grounding and practical algorithmic insights.
Research Focus
Key Achievements
Top Papers
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Key Collaborators
Related papers
- Dynamic and Static Obstacles Avoidance Strategies Using Parallel Elliptic Limit-Cycle Approach for Autonomous Robots
- Static Obstacles Avoidance of Autonomous Mobile Robots Based on Limit Cycle Approach
- Obstacle avoidance using limit cycles
- Thorough Review Analysis of Safe Control of Autonomous Vehicles: Path Planning and Navigation Techniques
- Socially-Aware Reactive Obstacle Avoidance Strategy Based on Limit Cycle
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