Chua's Table as a Tool for Constructing Dual Networks

Chua's table is presented as a tool for transforming circuits, compounded from nonlinear higherorder elements, into their dual mutations. The transformation is carried out via three assorted operations in Chua's table, denoted as FLIP, SHIFT, and MOVE. It is shown that their combination can yield dual circuits with interesting parameters, and that the dual circuits can be used for efficient modeling or hardware emulation of the original circuits, for example the circuits containing memristors.