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Subsumptive general solutions and parametric general solutions of Post equations
Information Sciences, 2012The solution of a Boolean equation by a system of recurrent inequalities has been well known for a long time. An axiomatization of this method was introduced and studied by \textit{R. Melter} and the reviewer [Colloq. Math. Soc. Janos Bolyai 33, 637--650 (1983; Zbl 0523.94028)] under the name of subsumptive general solution; it applies verbatim to Post
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International Journal of Modern Physics D, 1998We present a new perfect fluid solution belonging to (1,1) subfamily of Hauser–Mahlist spaces, rigidly rotating, type D in Petrov classification which reduces to the Wahlquist metric for particular values of our constants of integration. Unfortunately it is characterized by the equation of state of the Wahlquist solution: e + 3p = constant .
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