Power of one qumode for quantum computation by Liu, Nana, Thompson, Jayne, Weedbrook, Christian, Lloyd, Seth, Vedral, Vlatko, Gu, Mile, Modi, Kavan

Subjects: “…Quantum Computation…”
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Deformation theory and the computation of zeta functions by Lauder, A

Quantum computation and Shor's factoring algorithm by Ekert, A, Jozsa, R

“…This opens up the possibility of exploiting quantum effects to perform computations beyond the scope of any classical computer. …”

Quantum and classical structures in nondeterministic computation by Pavlovic, D

Satisfiability checking meets symbolic computation by Abraham, E, Abbott, J, Becker, B, Bigatti, A, Brain, M, Buchberger, B, Cimatti, A, Davenport, J, England, M, Fontaine, P, Forrest, S, Griggio, A, Kroening, D, Seiler, W, Sturm, T

“…Symbolic Computation and Satisfiability Checking are two research areas, both having their individual scientific focus but sharing also common interests in the development, implementation and application of decision procedures for arithmetic theories. …”

A Structural Approach to Reversible Computation by Abramsky, S

Geometric quantum computation with Josephson qubits by Falci, G, Fazio, R, Palma, G, Siewert, J, Vedral, V

“…The quest for large scale integrability and flexibility has stimulated an increasing interest in designing quantum computing devices. A proposal based on small-capacitance Josephson junctions in the charge regime in which quantum gates are implemented by means of adiabatic geometric phases was discussed. …”

Resonant transfer of excitons and quantum computation by Lovett, B, Reina, J, Nazir, A, Kothari, B, Briggs, G

Cycle detection in computation tree logic by Fontaine, G, Mogavero, F, Murano, A, Perelli, G, Sorrentino, L

Bounds on computation from physical principles by Lee, C

Subjects: “…Quantum computing…”

Architectures for fault-tolerant quantum computation by O'Gorman, J

Subjects: “…quantum computing…”

Asymptotic properties of approximate Bayesian computation by Frazier, D, Martin, G, Robert, C, Rousseau, J

“…Approximate Bayesian computation allows for statistical analysis using models with intractable likelihoods. …”

Wrinkling instabilities: modelling, analysis and computation by Alawiye, H

“…We demonstrate excellent agreement between the weakly-nonlinear analysis and the numerical experiments and are also able to directly solve for the bifurcation point in our discretised system and characterise the effect of implementation details such as the aspect ratio of the computational domain on the observed bifurcation point. …”

Singularities and computation of minimizers for variational problems by Ball, J

“…Various issues axe addressed related to the computation of minimizers for variational problems. …”

Singularities and computation of minimizers for variational problems. by Ball, J

“…Various issues are addressed related to the computation of minimizers for variational problems. …”

The computation of Greeks with multilevel Monte Carlo by Burgos, S

“…If so, how can we construct efficient estimators? Finally, what computational savings can we expect from these new estimators?…”

Cycle detection in computation tree logic by Fontaine, G, Mogavero, F, Murano, A, Perelli, G, Sorrentino, L

Brokered graph-state quantum computation by Fitzsimons, J, Benjamin, S, Browne, D, Morton, J

“…Using the <em>graph-state</em> approach to quantum computation, one can avoid the need for complex array nanostructures in which quantum bits (qubits) interact directly. …”

Bicategorical aspects of topological quantum computation by Ahmadi, FR

Subjects:

Cellular structures for computation in the quantum regime by Benjamin, S, Johnson, N