Fast Equivalence-checking for Quantum Circuits
... the remaining miters. If C1 = C2 , then straightforward circuit simplification [4], [6], [12] cancels out all gates, resulting in an empty circuit. Some of the variant miters enable more cancellations than others, e.g., if C1 and C2 differ only in their first segments, C2 · C1−1 exhibits many gate c ...
... the remaining miters. If C1 = C2 , then straightforward circuit simplification [4], [6], [12] cancels out all gates, resulting in an empty circuit. Some of the variant miters enable more cancellations than others, e.g., if C1 and C2 differ only in their first segments, C2 · C1−1 exhibits many gate c ...
Quantum Proofs for Classical Theorems
... desirable property P by choosing such an object at random, and showing that it satisfies P with positive probability. Here is a simple example: suppose we want to prove that every undirected graph G = (V, E) with |E| = m edges has a cut (a partition V = V1 ∪V2 of its vertex set) with at least m/2 ed ...
... desirable property P by choosing such an object at random, and showing that it satisfies P with positive probability. Here is a simple example: suppose we want to prove that every undirected graph G = (V, E) with |E| = m edges has a cut (a partition V = V1 ∪V2 of its vertex set) with at least m/2 ed ...
Quasi Particle Tunneling in the Fractional Quantum Hall Regime
... current experimental knowhow to the people of QDev. One man stands out, Charlie Marcus. He offered me the chance to be a part of his new adventure in Denmark and I gladly took it. For that opportunity I am grateful! Charlie has personally taught me the ways of the quantum Hall effect and has over th ...
... current experimental knowhow to the people of QDev. One man stands out, Charlie Marcus. He offered me the chance to be a part of his new adventure in Denmark and I gladly took it. For that opportunity I am grateful! Charlie has personally taught me the ways of the quantum Hall effect and has over th ...
Negative probability
... set of all senses of meaning” (which are de facto pure semantic relations). At the same time logic as a “totality”, i.e. logic as a universal and omnipresence doctrine, is also the logic of a specific thing, implicitly taken for granted through its axioms. The deep philosophical essence of the notio ...
... set of all senses of meaning” (which are de facto pure semantic relations). At the same time logic as a “totality”, i.e. logic as a universal and omnipresence doctrine, is also the logic of a specific thing, implicitly taken for granted through its axioms. The deep philosophical essence of the notio ...
