Consider a graph having quantum systems lying at each node. Suppose that the whole thing evolves in discrete time steps, according to a global, unitary causal operator. By causal we mean that information can only propagate at a bounded speed, with respect to the distance given by the graph. Suppose, moreover, that the graph itself is subject to the evolution, and may be driven to be in a quantu...

Many investigations have been made about of Non-Newtonian calculus and superposition operators until today. operator was defined by Sa??r Erdo?an in [9]. In this study, we *- boundedness *-locally operator. We proved that the non-Newtonian $_{N}P_{f}:c_{_{0,\alpha }}\rightarrow \ell _{1,\beta }$ is bounded if only f satisfies condition (NA??). Then shown necessary sufficient conditions for *-bo...

background: inclusion of inhomogeneity corrections in intensity modulated small fields always makes conformal irradiation of lung tumor very complicated in accurate dose delivery. objective: in the present study, the performance of five algorithms via monte carlo, pencil beam, convolution, fast superposition and superposition were evaluated in lung cancer intensity modulated radiotherapy planni...

We propose three quantum algorithms to solve the 3-SAT NP-complete decision problem. The first algorithm builds, for any instance φ of 3-SAT, a quantum Fredkin circuit that computes a superposition of all classical evaluations of φ in a given output line. Similarly, the second and third algorithms compute the same superposition on a given register of a quantum register machine, and as the energ...

A rigorous method for simulations of quantum dynamics is introduced on the basis of concatenation of semiclassical thawed Gaussian propagation steps. The time-evolving state is represented as a linear superposition of closely overlapping Gaussians that evolve in time according to their characteristic equations of motion, integrated by fourth-order Runge-Kutta or velocity Verlet. The expansion c...

The classical methods used by recursion theory and formal logic to block paradoxes do not work in quantum information theory. Since quantum information can exist as a coherent superposition of the classical "yes" and "no" states, certain tasks which are not conceivable in the classic',d setting can be performed in the quantum setting. Classical logical inconsistencies do not arise, since there ...

We construct new examples of bispectral dual Hahn polynomials, i.e., orthogonal polynomials with respect to certain superposition Christoffel and Geronimus transforms the measure which are also eigenfunctions a higher order difference operator. The have novelty that they depend on an arbitrary number continuous parameters. These first this property constructed from classical discrete families.

The problem of pattern classification in quantum data has been great importance over the past few years. This study investigates effect deploying Grover’s, partial diffusion, and fixed-phase algorithms separately to amplify amplitudes a desired an unstructured dataset. These search operators were applied symmetric antisymmetric input superpositions on three-qubit system for 20 iterations each. ...