Computational Power of the Quantum Turing Automata
... Lots of efforts in the last decades have been done to prove or disprove whether the set of polynomially bounded problems is equal to the set of polynomially verifiable problems. This paper will present an overview of the current beliefs of quantum complexity theorists and discussion detail the impac ...
... Lots of efforts in the last decades have been done to prove or disprove whether the set of polynomially bounded problems is equal to the set of polynomially verifiable problems. This paper will present an overview of the current beliefs of quantum complexity theorists and discussion detail the impac ...
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... classical version of this element is clearly not unitary. It doesn’t have as many outputs as inputs, so it can’t be reversible. It’s easy to see that even adding a third output isn’t enough to make the full adder reversible. The truth table for the classical full adder (see above) has 3 inputs which ...
... classical version of this element is clearly not unitary. It doesn’t have as many outputs as inputs, so it can’t be reversible. It’s easy to see that even adding a third output isn’t enough to make the full adder reversible. The truth table for the classical full adder (see above) has 3 inputs which ...
