For more than a century, scientists have wondered why physical structures like blood vessels, neurons, tree branches, and ...

Scientists at the University of California, San Diego (UCSD) have devised two mathematical tools considered to be a major contribution to the optimal design of a new generation of deformable bridges, ...

Differential cohomology has emerged as a pivotal tool in modern mathematical physics, providing a refined framework that unites topological invariants with differential geometric data. In the realm of ...

Fundamental kinks in the universe may evolve into complex structures within the stars. Fundamental kinks and defects in the fabric of the universe - cosmic strings beaded with magnetic monopoles - may ...