Dynamical systems and topological dynamics are fields of mathematics that study the behavior of systems over time, particularly how they evolve under certain rules or transformations. These areas ...

Topological dynamics is a branch of mathematics that studies the behavior of dynamical systems through the lens of topology. It focuses on how systems evolve over time and how their structures can ...

Unlike traditional robotic systems confined to industrial settings, social robots must interact with dynamic human behavior.

The voltage dynamic features depend on the balance of reactive power flow and grid topology, effectively revealing both spatiotemporal patterns of post-disturbance system dynamics. The simulation ...

Based on the above considerations, we studied the consistency of time-varying topology for vehicle platoon system with second-order dynamics by using distributed event-triggered control and ...

and a coordinate transformation is used for converting topological structure of the hyperchaotic system from two wings to four wings. Complex dynamics of the hyperchaotic and four-wing attractor ...

Well-known examples of topological defects, which control the mechanical properties of a system, are vortices, anti-vortices, solitons and dislocations. In amorphous systems such as glasses ...

Skyrmions are nanometer- to micrometer-sized magnetic whirls that exhibit particle-like properties and can be moved ...

MarketsandMarkets™ is a blue ocean alternative in growth consulting and program management, leveraging a man-machine offering ...

Cardiovascular diseases (CVDs) are the key factors leading to death and disability worldwide. This severe challenge has prompted the scientific research and ...

The discovery of topological electronic crystals in twisted graphene offers insights into electron dynamics, with potential implications for quantum computing.