I could not find an XNOR operator to provide this truth table:
a b a XNOR b ---------------- T T T T F F F T F F F T
Is there a specific operator for this? Or I need to use !(A^B)?
I could not find an XNOR operator to provide this truth table:
a b a XNOR b ---------------- T T T T F F F T F F F T
Is there a specific operator for this? Or I need to use !(A^B)?
XNOR is simply equality on booleans; use A == B.
This is an easy thing to miss, since equality isn't commonly applied to booleans. And there are languages where it won't necessarily work. For example, in C, any non-zero scalar value is treated as true, so two "true" values can be unequal. But the question was tagged c#, which has, shall we say, well-behaved booleans.
Note also that this doesn't generalize to bitwise operations, where you want 0x1234 XNOR 0x5678 == 0xFFFFBBB3 (assuming 32 bits). For that, you need to build up from other operations, like ~(A^B). (Note: ~, not !.)
 
    
    XOR = A or B, but Not A & B or neither (Can't be equal [!=])
XNOR is therefore the exact oppoiste, and can be easily represented by == or ===.
However, non-boolean cases present problems, like in this example:
a = 5
b = 1
if (a == b){
...
}
instead, use this:
a = 5
b = 1
if((a && b) || (!a && !b)){
...
}
or
if(!(a || b) && (a && b)){
...
}
the first example will return false (5 != 1), but the second will return true (a[value?] and b[value?]'s values return the same boolean, true (value = not 0/there is a value)
the alt example is just the reversed (a || b) && !(a && b) (XOR) gate
 
    
     
    
    No, You need to use !(A^B)
Though I suppose you could use operator overloading to make your own XNOR.
 
    
    I there is a few bitwise operations I don't see as conventional in the whole discussion. Even in c, appending or inserting to the end of a string, all familiar in standard IO and math libs. this is where I believe the problem lies with not and Xnor, not familiar with python but I propose the following example
function BitwiseNor(a as integer)
    l as string
    l=str(a)
    s as string
    For i=len(l) to 0
        s=(str(i)+"="+Bin(i)) //using a string in this example because binary or base 2 numnbers dont exists in language I have used
    next i
endfunction s
function BitwiseXNor(a as integer,b as integer)
    r as integer
    d as integer
    c as string
    c=str(BitwiseOr(a,b))
    r=(val(c,2)) //the number to in this conversion is the base number value
endfunction r 
You can use === operator for XNOR.
Just you need to convert a and b to bool.
if (!!a === !!b) {...}