Physicists have achieved a breakthrough in data processing by employing an 'inverse-design' approach. This method allows algorithms to configure a system based on desired functions, bypassing manual ...

Inverse problems in mathematical physics involve determining unknown properties of a system from observed data. This area of research is particularly relevant in fields such as electrical ...

Control and inverse problems in wave equations and graphs are essential areas of research in applied mathematics and engineering. These problems involve determining how to manipulate wave behavior ...

1: Experimental inverse-design setup consisting of the device itself ... together with her colleagues around Dieter Süss, Physics of Functional Materials at the University of Vienna, built a unique ...

An international team of researchers, led by physicists from the University of Vienna, has achieved a breakthrough in data processing by employing an "inverse-design" approach ... colleagues around ...

"Climate change is real." That stark and undeniable statement spearheads a new call to action in a paper published in a ...

What do you wonder? By The Learning Network A new collection of graphs, maps and charts organized by topic and type from our “What’s Going On in This Graph?” feature. By The Learning ...

Sign up for CNN’s Wonder Theory science newsletter. Explore the universe with news on fascinating discoveries, scientific advancements and more. Scientists have ...

“As research progresses, fractional excitons may redefine the boundaries of condensed-matter physics and applied quantum science.” ...

These well-regarded universities have shown strength in producing research in a wide range of topics related to physics – the study of matter and energy. Topics include particle and nuclear ...

The generalized inverse beamforming (GIB) algorithm is then used to locate and identify noise sources and verify the benefits of the virtual SMA. Simulation and experimental results show that the ...