A Post Processing Method for Quantum Prime Factorization
... For working with Qubit variables I defined some methods, the main of them was the methods for putting and getting probability value of a qubit therefore I’ve made SetVal and GetVal methods. C. In fact for storing a data we need a larger space than a qubit therefore we need some quantum registers. A ...
... For working with Qubit variables I defined some methods, the main of them was the methods for putting and getting probability value of a qubit therefore I’ve made SetVal and GetVal methods. C. In fact for storing a data we need a larger space than a qubit therefore we need some quantum registers. A ...
Lecture 22/23 1 Quantum Mechanics
... We have to be careful when we say any unitary matrix, since there are uncountably infinitely many unitary matrices (you can rotate by any real-number angle, for instance). However, there are small sets of quantum gates that can be used to approximate any unitary matrix to arbitrary precision. As a te ...
... We have to be careful when we say any unitary matrix, since there are uncountably infinitely many unitary matrices (you can rotate by any real-number angle, for instance). However, there are small sets of quantum gates that can be used to approximate any unitary matrix to arbitrary precision. As a te ...
The quantum does not reduce to discrete bits
... probabilities. If the observables are random variables, then it is natural to assume that they are functions of some measure-one parameter space. If some physical significance to that parameter space can be found, so much the better. However if you do not subscribe to a probabilistic interpretation, ...
... probabilities. If the observables are random variables, then it is natural to assume that they are functions of some measure-one parameter space. If some physical significance to that parameter space can be found, so much the better. However if you do not subscribe to a probabilistic interpretation, ...
Correlation Length versus Gap in Frustration-Free
... where g is given by Eq. (5). The result (8) holds for any order of the projectors ð1 − Hi Þ in the definition of P. Following Ref. [38], we fix a particular order as follows. It will be useful to define an “interaction graph” with a vertex for each term Hi and an edge between two vertices if the cor ...
... where g is given by Eq. (5). The result (8) holds for any order of the projectors ð1 − Hi Þ in the definition of P. Following Ref. [38], we fix a particular order as follows. It will be useful to define an “interaction graph” with a vertex for each term Hi and an edge between two vertices if the cor ...
snapshots 300510
... It is common in quantum mechanics to assume that clocks and rulers – “reference frames” with respect to which we measure all systems are perfect, and classical – i.e. large. We have been researching how to treat them in the quantum mechanical formalism and see what type of limitations doing this doe ...
... It is common in quantum mechanics to assume that clocks and rulers – “reference frames” with respect to which we measure all systems are perfect, and classical – i.e. large. We have been researching how to treat them in the quantum mechanical formalism and see what type of limitations doing this doe ...
White paper: The logic of quantum mechanics
... • At the same time we also axiomatize the compositional structure of operations/processes i.e. we aim at an a priori dynamical theory. The phenomena associated with the particular structure of the tensor product are of an essentially dynamical nature involving multiple processes. Also, recent progre ...
... • At the same time we also axiomatize the compositional structure of operations/processes i.e. we aim at an a priori dynamical theory. The phenomena associated with the particular structure of the tensor product are of an essentially dynamical nature involving multiple processes. Also, recent progre ...
