- Purdue e-Pubs
... using different genetic algorithm techniques. Spector12 explains the use of genetic programming to explore new quantum algorithms. Stadelhofer13 used the genetic algorithms to evolve black box quantum algorithms. There are also some other works14–16 which evolve quantum algorithms or circuits by usi ...
... using different genetic algorithm techniques. Spector12 explains the use of genetic programming to explore new quantum algorithms. Stadelhofer13 used the genetic algorithms to evolve black box quantum algorithms. There are also some other works14–16 which evolve quantum algorithms or circuits by usi ...
Philosophy of Mind and the Problem of Free Will
... specifies a definite set of alternative possible empirically/experientially distinguishable outcomes. Quantum theory then introduces the mathematical concept of randomness to describe the probabilities of the various alternative possible outcomes of the chosen probing action. But the agent-generated ...
... specifies a definite set of alternative possible empirically/experientially distinguishable outcomes. Quantum theory then introduces the mathematical concept of randomness to describe the probabilities of the various alternative possible outcomes of the chosen probing action. But the agent-generated ...
slides on Quantum Isometry Groups
... Classical ismoetries: the group of Riemannian isometries of a compact Riemannian manifold M is the universal object in the category of all compact metrizable groups acting on M, with smooth and isometric action. Moreover, a smooth map γ on M is a Riemannian isometry if and only if the induced map f ...
... Classical ismoetries: the group of Riemannian isometries of a compact Riemannian manifold M is the universal object in the category of all compact metrizable groups acting on M, with smooth and isometric action. Moreover, a smooth map γ on M is a Riemannian isometry if and only if the induced map f ...
Quantum Probabilistic Dyadic Second-Order Logic⋆
... as well as of the finite dimensionality; it translates effectively the probabilistic dyadic second-order logic of finite-dimensional quantum systems into the decidable first-order theory of reals. This proof method is inspired by the one given by Dunn et al. in [10], where the traditional (propositi ...
... as well as of the finite dimensionality; it translates effectively the probabilistic dyadic second-order logic of finite-dimensional quantum systems into the decidable first-order theory of reals. This proof method is inspired by the one given by Dunn et al. in [10], where the traditional (propositi ...
