Knot theory is a branch of topology that has surprisingly practical applications, such as understanding how proteins coil DNA and how molecular structures remain stable. The theory’s central question: ...

New quantum mechanics research is introducing an advanced Pi formula, optimizing complex computations and reshaping ...

Lauda and his colleagues solve some of the problems with topological qubits by using a class of theoretical particles they ...

Over the last half 50 years, fractals have challenged ideas about geometry and pushed math, science and technology into unexpected areas.

Your AI might look smart on benchmarks but could be brittle in the real world, leading to unexpected failures and eroding ...

Because I’m an investor, I receive an inordinate number of pitches from ... replace the lot with practical math: estimation, statistics, probability, prediction, optimization, algorithms, decision ...

Know the list of important topics for NDA Maths paper. Check the subject wise topics, weightage here. Also know the best ...

When mathematicians revived ignored mathematical structures, they found that overlooked particles, called "neglectons," could ...

Nancy Shute examines the exciting potential of the new Vera C. Rubin Observatory and muses on the mesmerizing world of fractals.

A strange kind of geometry governs how particles move inside matter. Now, for the first time, physicists have uncovered its ...

Researchers adapt model predictive control from engineering to epidemic response, balancing health and economic costs under ...

Relaying a message from point A to B can be as simple as flashing a thumbs-up at a stranger in an intersection, signaling ...