Iterative Optimization: after completing one round of error detection and correction, the quantum error correction algorithm undergoes iterative optimization.

A UNSW Sydney mathematician has discovered a new method to tackle algebra's oldest challenge—solving higher polynomial equations.

Drawing on gradient tracking technique and projection method, a fixed-step distributed optimization algorithm is proposed to solve the multi-robot formation problem. Utilizing the Lyapunov method, the ...

The algorithm addresses something called the library sorting problem (more formally, the “list labeling” problem). The challenge is to devise a strategy for organizing books in some kind of sorted ...

Organizations that adopt a more modern approach to solving recurring problems can achieve dramatic results.

Intelligent transportation systems, incorporating multiple AGVs, are extensively utilized in manufacturing workshops in various industries. This widespread use has spurred significant research ...