
Glassy Chimeras Could Be Blind to Quantum Speedup:
... to scaling). This means gO ∼ GO [L1/νO (T − TcO )]. Using a finite-size scaling analysis, the critical temperature TcO and the critical exponent νO can be determined. To uniquely determine the universality class of a system, two critical exponents are needed [25]. To this end, we also measure the su ...
... to scaling). This means gO ∼ GO [L1/νO (T − TcO )]. Using a finite-size scaling analysis, the critical temperature TcO and the critical exponent νO can be determined. To uniquely determine the universality class of a system, two critical exponents are needed [25]. To this end, we also measure the su ...
Structural Dynamics Introduction
... [M ]{&x&}+ [C ]{x&}+ [K ]{x} = { f } gives a snapshot in time. At a particular instant in time the forces, real and inertial must balance. However, what is generally sought are expressions for {x(t )}. There a many approaches to getting such results from the fundamental equation but perhaps the most ...
... [M ]{&x&}+ [C ]{x&}+ [K ]{x} = { f } gives a snapshot in time. At a particular instant in time the forces, real and inertial must balance. However, what is generally sought are expressions for {x(t )}. There a many approaches to getting such results from the fundamental equation but perhaps the most ...
Invited talks - Swinburne University
... Joint Quantum Institute, National Institute of Standards and Technology, and University of Maryland, Gaithersburg, Maryland, 20899-8424, USA Ultracold neutral atoms and quantum degenerate neutral atomic gases have proved to be useful in the simulation of the quantum behavior of a number of models, H ...
... Joint Quantum Institute, National Institute of Standards and Technology, and University of Maryland, Gaithersburg, Maryland, 20899-8424, USA Ultracold neutral atoms and quantum degenerate neutral atomic gases have proved to be useful in the simulation of the quantum behavior of a number of models, H ...
Decay properties of spectral projectors with applications to
... where each orbital satisfies a single-particle eigenstate equation Hi φi = Ei φi . In general, the name “one-particle method” is used also when self-consistent terms (e.g., involving the density) are present in Hi ; in this case, the equations are solved iteratively, computing at each step the solut ...
... where each orbital satisfies a single-particle eigenstate equation Hi φi = Ei φi . In general, the name “one-particle method” is used also when self-consistent terms (e.g., involving the density) are present in Hi ; in this case, the equations are solved iteratively, computing at each step the solut ...
11 Canonical quantization of classical fields
... fields, the basic entities in this case are anticommuting generators of abstract Grassmann (or Bieriezin) algebra which have no classical counterpart and can hardly be considered physical. The difference between bosonic and fermionic fields2 becomes particularly clear in the path integral approach t ...
... fields, the basic entities in this case are anticommuting generators of abstract Grassmann (or Bieriezin) algebra which have no classical counterpart and can hardly be considered physical. The difference between bosonic and fermionic fields2 becomes particularly clear in the path integral approach t ...
Dealing with ignorance: universal discrimination, learning and quantum correlations Gael Sentís Herrera
... further, this is the technique that the statisticians used to come up with the number 246. It is, though, a particular way of handling available information and uncertainty, and certainly not the only possible approach. There is an alternative solution to this problem that, involving different assum ...
... further, this is the technique that the statisticians used to come up with the number 246. It is, though, a particular way of handling available information and uncertainty, and certainly not the only possible approach. There is an alternative solution to this problem that, involving different assum ...
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... can modify such superposition states simultaneously, allowing some quantum algorithms to perform faster than their classical counterparts. Quantum states also exhibit other properties such as entanglement, which causes the state of two qubits to be dependent on each other, and no-cloning, which rest ...
... can modify such superposition states simultaneously, allowing some quantum algorithms to perform faster than their classical counterparts. Quantum states also exhibit other properties such as entanglement, which causes the state of two qubits to be dependent on each other, and no-cloning, which rest ...