First of all i would like to express my happiness of the forum coming back live. Nothing is better than this .
I'm not quite sure if anyone here has used Z to represent discrete mathematics here before. But this is the notation which i've been taught at the uni. But since i'm not having much of a help on this. I'm a bit feeling a bit left alone. I got to finish this assignment off I about week time.
Could anyone please help me point out some direction on where to start? Which inference rule to apply first to simplify the following quantification using one-point rule and predicate logic
'z' is assumed to be an integer.
As you can see in the predicate part the implication holds. But i'm quite struggling to understand what is actually represnting. 'z' can be an positive or a negative integer. If y is not equal to z meaning that y is always above 0 as its of type natual number.
thanks a lot guys