Issue No. 10 - October (1970 vol. 19)
F.M. Brown , IEEE
The family of solutions for a Boolean equation is commonly represented in a single formula involving arbitrary Boolean parameters. It is well known that n parameters suffice to construct a general solution for an equation in n unknowns. For some equations, however, a general solution may be constructed using fewer than n parameters. This paper describes a method for constructing reduced solutions, i.e., general solutions involving the fewest parameters possible.
Boolean algebra, Boolean equations, Boolean matrices, Boolean parameters, logical equations.
F. Brown, "Reduced Solutions of Boolean Equations," in IEEE Transactions on Computers, vol. 19, no. , pp. 976-981, 1970.