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... Rosette leaves, arranged in Fibonacci angle. ... , arranged in Fibonacci angle. ...
Theory of Combinatorial Algorithms, Institute of Theoretical Comput...
... GREBGE // Prog: fibonacci.C // Compute the first n Fibonacci numbers #include // POST: return value ... is the n-th Fibonacci number F_n unsigned int fib (unsigned int n) { if (n == 0) return 0; if (n ... Fibonacci numbers #include // POST: return value is the n-th Fibonacci number F_n unsigned int fib (unsigned ... () { std::cout << "Compute the first n Fibonacci numbers for n =? "; unsigned int n; std::cin >> n; for ...
Theory of Combinatorial Algorithms, Institute of Theoretical Comput...
... GREBGE // Prog: fibonacci.C // Compute the first n Fibonacci numbers #include // POST: return value ... is the n-th Fibonacci number F_n unsigned int fib2 (unsigned int n) { if (n == 0) return 0; if (n ... Fibonacci numbers #include // POST: return value is the n-th Fibonacci number F_n unsigned int fib2 ...
Theory of Combinatorial Algorithms, Institute of Theoretical Comput...
... GREBGE // Prog: fibonacci.C // Compute the first n Fibonacci numbers #include #include "integer.h ... " // POST: return value is the n-th Fibonacci number F_n ifm::integer fib2 (unsigned int n) { if (n == 0 ... Fibonacci numbers #include #include "integer.h" // POST: return value is the n-th Fibonacci number F_n ifm ...
https://www.qec14.ethz.ch/slides/SimonBurton.pdf
... Error Correction in a Fibonacci Anyon Code Simon Burton Courtney G. Brell Steven T. Flammia Centre ... ) = Non-Abelian: Fibonacci anyons τ τ ? ↪→ could be either τ or I ↪→ state space of two τ charges is 2 ... Error Correction in a Fibonacci Anyon Code Simon Burton Courtney G. Brell Steven T. Flammia Centre ... : |ψ〉 = α| I 〉+ β| τ 〉. Abelian (Homology) = Non-Abelian: Fibonacci anyons τ τ ? ↪→ could be either τ ...
The cascade to criticality – Department of Physics | ETH Zurich
... examples of such models are the Aubry–André and the Fibonacci models, each of which describes different ... state). By contrast, in the Fibonacci model there is not one specific critical point separating the two ... examples of such models are the Aubry–André and the Fibonacci models, each of which describes different ... state). By contrast, in the Fibonacci model there is not one specific critical point separating the two ...
Electronic and photonic quantum engineered systems
... on: Localization properties of generalized Harper- Fibonacci model 17.4.19: Group meeting speaker ... : Localization properties of generalized Harper- Fibonacci model 17.4.19: Group meeting speaker: Ioannis Petrides ...
https://ti.inf.ethz.ch/ew/courses/Info1_07/slides/RekursionI_small.pdf
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Electronic and photonic quantum engineered systems
... localization in the interpolating Aubry-André- Fibonacci model, A. Štrkalj, E. V. H. Doggen, I. V. Gornyi, and ... . Rev. A 92, 023815 (2015) [ arXiv:1501.07098 ]. 2014 Topological pumping over a photonic Fibonacci ... , [ arXiv:2109.11943 ]. Many-body localization in the interpolating Aubry-André- Fibonacci model , A. Štrkalj ... :1501.07098 ]. 2014 Topological pumping over a photonic Fibonacci quasicrystal , M. Verbin, OZ, Y. Lahini, Y ...
https://www.qec14.ethz.ch/slides/JamesWootton.pdf
... to Fibonacci and Ising Fibonacci: Ising: Phi-Lambda Model Φ×Φ =1+Λ +Φ, Λ×Λ =1 Φ−Λ τ ×τ =1+τ σ ×σ =1+ψ ... to Fibonacci and Ising Fibonacci: Ising: Phi-Lambda Model Φ×Φ =1+Λ +Φ, Λ×Λ =1 Φ−Λ τ ×τ =1+τ σ ×σ =1+ψ ...
