Derivations of linearly independent ternary arithmetic helix transforms for higher dimensions
Cheng Fu, B.J. Falkowski · 2005
New classes of linearly independent ternary arithmetic transforms in standard algebra called ternary arithmetic helix transforms are discussed here. Four types of helix transform matrices with detailed recursive equations are shown. Various properties and results of helix transforms for some special cases of ternary logic functions are discussed. Computational costs of the calculation for new transforms are also presented.