A novel analog-computation system using a quantum-dot cell network is propo
sed to solve complex problems. Analog computation is a promising method for
solving a mathematical problem by using a physical system analogous to the
problem. We designed a novel quantum-dot cell consisting of three-stacked.
quantum dots and constructed a cell network utilizing the nearest-neighbor
interactions between the cells. We then mapped a graph 3-colorability prob
lem onto the network so that the single-electron configuration of the netwo
rk in the ground state corresponded to one of the solutions. We calculated
the ground state of the cell network and found solutions to the problems. T
he results demonstrate that analog computation is a promising approach for
solving complex problems.