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 ...
Scientists from UBC and other institutions discovered topological quantum states in graphene, unlocking new possibilities for quantum computing.
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Engineers capture octopus arm's intricate muscular architecture with an unprecedented computational modelA research team has recently published a study titled "Topology, dynamics, and control of a ... creating robotic control systems that can replicate the complex movements of octopus arms.
Nevertheless, many questions about non-Hermitian quantum dynamics remain ... and higher-order topological phases, necessitates exploration in many-body systems beyond a one-dimensional system.
Nevertheless, many questions about non-Hermitian quantum dynamics remain ... and higher-order topological phases, necessitates exploration in many-body systems beyond a one-dimensional system.
Nevertheless, many questions about non-Hermitian quantum dynamics remain ... and higher-order topological phases, necessitates exploration in many-body systems beyond a one-dimensional system.
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