When a user pulls the string, the structure moves smoothly into its final 3D form. If the user releases the string, the ...
MIT researchers have developed a new method for designing 3D structures that can be transformed from a flat configuration ...
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 ...