In complex traffic scenarios, traditional fixed-threshold collision avoidance strategies lead to humancomputer conflicts as they fail to account for the heterogeneity in driver behavior and psychological perception. This ...

The traditional intermittent bus lane (IBL) control method allows excessively connected and automated vehicles (CAVs) to borrow lane for driving, causing additional bus delays. This study proposes an intermittent bus lane ...

This study proposes a synergistic optimization framework that integrates trajectory planning and path tracking control to mitigate motion sickness in autonomous vehicles.The framework employs an Anti-Motion-Sickness ...

The global elderly population is projected to double by 2050 due to increasing life expectancy, raising road safety concerns because of age-related physical and cognitive decline. Detailed data on traffic crashes of elderly ...

This study investigates the acoustic source characteristics and propagation mechanisms of a 120 kW high-power DC charging station for electric vehicles using integrated numerical and experimental methodologies. Utilizing ...

High-precision and robust path tracking is a critical challenge for autonomous vehicles. To address insufficient accuracy and poor robustness in path tracking control, this paper proposes an innovative method based on ...

We introduce the notion of Reeb parallel Ricci tensor for real hypersurfaces M in the complex hyperbolic quadric Qm* = SO0 2,m/SO2SOm and prove that the unit normal vector field N on M is A-principal or A-isotropic. We ...

We first show that a 24-move with parallel orientation for a knot diagram is realized by four ♯-moves. By using this, we completely determine the ♯-unknotting number of a (2,s) torus knot. Further, we give the ♯-unknotting ...

In this work, we undertake a detailed study of the L1-boundedness of semiclassical Fourier integral operators (h-FIOs), which are governed by a small semiclassical parameter 0 < h ≤ 1. Our analysis focuses on operators ...

A graph’s second largest eigenvalue is a crucial algebraic parameter that provides information about the graph’s expansion, connectivity, and randomness. In the literature, there are bounds for λ2 in terms of graph properties ...