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Complete Solution of Boolean Equations

IEEE Transactions on Computers, 1980
A method is presented for generating a single formula involving arbitrary Boolean parameters, which includes in it each and every possible solution of a system of Boolean equations. An alternate condition equivalent to a known necessary and sufficient condition for solving a system of Boolean equations is given.
Tapia, Moiez A., Tucker, Jerry H.
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Irregular solutions and completeness

Journal of Physics A: Mathematical and General, 1982
It is pointed out that the bound and scattering states generated by a short-range two-body potential form a complete set even in the space of irregular solutions. Working with the relevant Wronskian relations an explicit eigenfunction expansion for the outgoing Jost solution is obtained.
V J Menon, A V Lagu
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