Geometric quantum computation harnesses the intrinsic properties of quantum‐mechanical state spaces by utilising geometric phases and holonomies to execute quantum logic operations. Unlike ...

Mathematical evidence indicates that our universe is flat, but it could be infinitely big, as well. You can figure out if an ...

There are lots of potential ways to arrange different combinations of data and measurement qubits for this to work, each ...

Coordinated behaviors like swarming—from ant colonies to schools of fish—are found everywhere in nature. Researchers at the Harvard John A. Paulson School of Engineering and Applied Sciences (SEAS) ...

From the sleek, deadly triremes to the colossal tessarakonteres, ancient Greek ships inspired modern ship design.

Geometric Function Theory focuses on the study ... Complementary work has focused on the numerical computation of conformal invariants across domains with both smooth and piecewise smooth ...

The extraction of work (i.e., usable energy) from quantum processes is a key focus of quantum thermodynamics research, which explores the application of thermodynamics laws to quantum systems.

Researchers have shown that abstract mathematical functions from the frontiers of theoretical physics have a real-world use in modeling gravitational waves ...

A newly designed, AI-powered program could solve the puzzle of binary stars in mere seconds using a common laptop, a process ...

White light scanning interferometer (WLSI) systems are also used in RDL process monitoring. These methods rely on ...

The Fibonacci Retracement tool is used to identify price levels that align with these ratios. For example, here's a look at ...