Thursday, July 31, 2014

Is NP = co-NP

Is NP = co-NP

Where X and Y are random proofing numbers

A scenario such as this would hold true at any point given that NP = co-NP

Using an equation such as this to validate the equality of NP and co-NP

If NP = co-NP, then (X (NP)) + Y = (X (co-NP)) + Y

Any equation will suffice to prove whether or not NP = co-NP

1 comment:

  1. this could also work for P=BPP or P = PSPACE

    for PSpace,

    P-(PSPACE) = 0 would be true from what I can decipher.