Hi,
I have a question regarding digital design.
Let x (1), x (2) x (n) be binary variables. A function f(x(1),x(2), .x(n)) is called a threshold
switching function iff,
f(x(1),x(2), x(n)) = 1 if x(1)a(1)+x(2)a(2) + .. x(n)a(n) > T
= 0 if x(1)a(1)+x(2)a(2) + .. x(n)a(n) <= T
Where a (1), a (2) a (n) and T are real numbers called weights and threshold (T). Show that threshold switching functions can be used to realize any combinational switching function.
The question seems to be unclear for me.
thanks in advance for your help
I have a question regarding digital design.
Let x (1), x (2) x (n) be binary variables. A function f(x(1),x(2), .x(n)) is called a threshold
switching function iff,
f(x(1),x(2), x(n)) = 1 if x(1)a(1)+x(2)a(2) + .. x(n)a(n) > T
= 0 if x(1)a(1)+x(2)a(2) + .. x(n)a(n) <= T
Where a (1), a (2) a (n) and T are real numbers called weights and threshold (T). Show that threshold switching functions can be used to realize any combinational switching function.
The question seems to be unclear for me.
thanks in advance for your help