One of the major problems I was having was in trying to locate other multiple state logical equation reduction researchers who may have known about or who had themselves created less resource consuming methods or that perhaps ran the method I was using on the fly.
22.
My favorite definition for " God " then in that respect is the entity with the capacity of reducing an infinite number of logical equations, having an infinite number of variables and an infinite number of states to minimum form instantaneously and to have done this first.
23.
God is the only entity by definition possessing the ability to reduce an infinite number of logical equations having an infinite number of variables and an infinite number of states to minimum form instantaneously . . . . Talk ) 13 : 14, 4 July 2006 ( UTC)
24.
It may be a compound class aggregated of many simple classes; it may be a class indicated by certain inverse logical operations, it may be composed of two groups of classes equal to one another, or what is the same thing, their difference declared equal to zero, that is, a logical equation.
25.
Then in about 1978 I found a computer method for reducing logical equations to minimum form in Digital / Logic Electronics Handbook by William L Hunter ( pages 112-113, Tab Books, Blue Ridge summit, PA ) ISBN 0830657740 ISBN 0830657746 ISBN 9780830657742 called the Harvard chart Method of logical equation reduction.
26.
Then in about 1978 I found a computer method for reducing logical equations to minimum form in Digital / Logic Electronics Handbook by William L Hunter ( pages 112-113, Tab Books, Blue Ridge summit, PA ) ISBN 0830657740 ISBN 0830657746 ISBN 9780830657742 called the Harvard chart Method of logical equation reduction.
27.
Although there is a similarity with the counting sort in that the data in one array is used as an index in another array which is incremented the difference is that my goal was to both maximize speed and to achieve ultimate simplicity since at that time my favorite endeavor was logical equation reduction.
28.
Later, as an astronomer at Kazan University, following the advice of his older colleague Professor of Mathematics A . V . Vasiliev at Kazan University ( father of Nicolai A . Vasiliev ) to learn the works of George Boole, Poretsky developed " logical calculus " and through specific " logical equations " applied it to the theory of probability.
