Picture for Yongchun Fang

Yongchun Fang

Minimum Snap Trajectory Generation and Control for an Under-actuated Flapping Wing Aerial Vehicle

Add code
Nov 02, 2023
Viaarxiv icon

Towards Practical Autonomous Flight Simulation for Flapping Wing Biomimetic Robots with Experimental Validation

Add code
Mar 08, 2023
Viaarxiv icon

G$ \mathbf{^2} $VD Planner: An Efficient Motion Planning Approach With Grid-based Generalized Voronoi Diagrams

Add code
Feb 01, 2022
Figure 1 for G$ \mathbf{^2} $VD Planner: An Efficient Motion Planning Approach With Grid-based Generalized Voronoi Diagrams
Figure 2 for G$ \mathbf{^2} $VD Planner: An Efficient Motion Planning Approach With Grid-based Generalized Voronoi Diagrams
Figure 3 for G$ \mathbf{^2} $VD Planner: An Efficient Motion Planning Approach With Grid-based Generalized Voronoi Diagrams
Figure 4 for G$ \mathbf{^2} $VD Planner: An Efficient Motion Planning Approach With Grid-based Generalized Voronoi Diagrams
Viaarxiv icon

EffMoP: Efficient Motion Planning Based on Heuristic-Guided Motion Primitives Pruning and Path Optimization With Sparse-Banded Structure

Add code
Dec 16, 2020
Figure 1 for EffMoP: Efficient Motion Planning Based on Heuristic-Guided Motion Primitives Pruning and Path Optimization With Sparse-Banded Structure
Figure 2 for EffMoP: Efficient Motion Planning Based on Heuristic-Guided Motion Primitives Pruning and Path Optimization With Sparse-Banded Structure
Figure 3 for EffMoP: Efficient Motion Planning Based on Heuristic-Guided Motion Primitives Pruning and Path Optimization With Sparse-Banded Structure
Figure 4 for EffMoP: Efficient Motion Planning Based on Heuristic-Guided Motion Primitives Pruning and Path Optimization With Sparse-Banded Structure
Viaarxiv icon

MRPB 1.0: A Unified Benchmark for the Evaluation of Mobile Robot Local Planning Approaches

Add code
Nov 01, 2020
Figure 1 for MRPB 1.0: A Unified Benchmark for the Evaluation of Mobile Robot Local Planning Approaches
Figure 2 for MRPB 1.0: A Unified Benchmark for the Evaluation of Mobile Robot Local Planning Approaches
Figure 3 for MRPB 1.0: A Unified Benchmark for the Evaluation of Mobile Robot Local Planning Approaches
Figure 4 for MRPB 1.0: A Unified Benchmark for the Evaluation of Mobile Robot Local Planning Approaches
Viaarxiv icon

Variance Reduced EXTRA and DIGing and Their Optimal Acceleration for Strongly Convex Decentralized Optimization

Add code
Oct 10, 2020
Figure 1 for Variance Reduced EXTRA and DIGing and Their Optimal Acceleration for Strongly Convex Decentralized Optimization
Viaarxiv icon

CAE-RLSM: Consistent and Efficient Redundant Line Segment Merging for Online Feature Map Building

Add code
Jan 07, 2019
Figure 1 for CAE-RLSM: Consistent and Efficient Redundant Line Segment Merging for Online Feature Map Building
Figure 2 for CAE-RLSM: Consistent and Efficient Redundant Line Segment Merging for Online Feature Map Building
Figure 3 for CAE-RLSM: Consistent and Efficient Redundant Line Segment Merging for Online Feature Map Building
Figure 4 for CAE-RLSM: Consistent and Efficient Redundant Line Segment Merging for Online Feature Map Building
Viaarxiv icon

Real-time Acceleration-continuous Path-constrained Trajectory Planning With Built-in Tradability Between Cruise and Time-optimal Motions

Add code
Dec 08, 2018
Figure 1 for Real-time Acceleration-continuous Path-constrained Trajectory Planning With Built-in Tradability Between Cruise and Time-optimal Motions
Figure 2 for Real-time Acceleration-continuous Path-constrained Trajectory Planning With Built-in Tradability Between Cruise and Time-optimal Motions
Figure 3 for Real-time Acceleration-continuous Path-constrained Trajectory Planning With Built-in Tradability Between Cruise and Time-optimal Motions
Figure 4 for Real-time Acceleration-continuous Path-constrained Trajectory Planning With Built-in Tradability Between Cruise and Time-optimal Motions
Viaarxiv icon

Essential Properties of Numerical Integration for Time-optimal Trajectory Planning Along a Specified Path

Add code
Dec 09, 2016
Figure 1 for Essential Properties of Numerical Integration for Time-optimal Trajectory Planning Along a Specified Path
Figure 2 for Essential Properties of Numerical Integration for Time-optimal Trajectory Planning Along a Specified Path
Figure 3 for Essential Properties of Numerical Integration for Time-optimal Trajectory Planning Along a Specified Path
Figure 4 for Essential Properties of Numerical Integration for Time-optimal Trajectory Planning Along a Specified Path
Viaarxiv icon