Higher Order Perturbation Theory
Wilson loops to 20th order numerical stochastic perturbation theory
... While higher loop order con- tributions decrease fast with the loop number, the “noise” does not decrease sufficiently fast, staying near ...loop order n for granted (“reliable”) only if they can be ...
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Sensitivity of Chirowaveguides to Circular Birefringence by First Order Perturbation Theory
... The numerical simulations use a light-source wavelength of 500 nm and a positive chiral parameter for the core. The chirality of the core was studied for rotary power values between 0 and 50 ◦ /mm. The LHE modes present ...
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Perturbation theory
... by perturbation theory are not exact, but they can lead to accurate results as long as the expansion parameter, say α, is very ...to higher order. After a certain order n ~ 1/α however, ...
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On higher order adjacent derivative of perturbation map in parametric vector optimization
... 25. Anh, NLH, Khanh, PQ: Variational sets of perturbation maps and applications to sensitivity analysis for constrained vector optimization. J. Optim. Theory Appl. 158, 363-384 (2013) 26. Frankowska, H: An ...
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Stability of Hydrogen Hydrates from Second-Order Møller–Plesset Perturbation Theory
... and theory, due to their large hydrogen weight content, being ideal for benign hydrogen storage, and their potential occurrence in icy ...functional theory (DFT) calculations are able to describe this ...
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Perturbation Theory and Celestial Mechanics
... these perturbation equations relies on the approximation made in equation ...first order in the perturbing potential. Attempts to include higher order terms have generally led to ...general, ...
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Variational perturbation theory for electrolyte solutions
... first order, the variational perturbation approximation is able to go beyond the Poisson-Boltzmann theory, allowing it to capture phenomena like the influence of dielectric interfaces and the ...
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Cosmological perturbation theory and quantum gravity
... be higher or lower than in the above example depending on the number of Feynman propagators appearing in the loop; the same applies to the renormalisation freedom of general ...
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Cosmological perturbation theory and quantum gravity
... be higher or lower than in the above example depending on the number of Feynman propagators appearing in the loop; the same applies to the renormalisation freedom of general ...
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Phonon Anharmonicity at the Limits of Perturbation Theory
... first order by fitting a set of 76 in situ Bragg diffractions, which were transformed to their theoretical positions in the reciprocal space of the NaBr ...the higher Brillouin zones were folded back [ 106 ...
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Higher order numerical methods for singular perturbation problems
... the higher order nu- merical methods for singularly perturbed ...lower order counterparts, they provide better accuracy with fewer mesh ...direct higher order methods is usually very ...
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Wilson loops in very high order lattice perturbation theory
... We calculate Wilson loops of various sizes up to loop order n = 20 for lattice sizes of L 4 (L = 4, 6, 8, 12) using the technique of Numerical Stochastic Perturbation Theory in quenched QCD. This ...
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A Testing Theory for a Higher Order Cryptographic Language
... a higher-order concurrent language with crypto- graphic primitives, for which we develop a sound and complete, first- order testing theory for the preservation of safety ...Our theory ...
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A Convenient Category for Higher-Order Probability Theory
... probability theory, Vincent Danos and Dan Roy for nudging us to work on de Finetti’s theorem, Mike Mis- love for discussions of quasi-Borel spaces, Martin Escard´o for explaining C-spaces, and Alex Simpson for ...
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Renormalised Perturbation Theory
... Outline of Calculation Leading non-linear corrections in the bias voltage V ds (Oguri) for H=0, Generalise to include a magnetic field H We calculate the self-energy in the Keldysh formalism to second order in the ...
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Higher-order perturbation solutions to dynamic, discrete-time rational expectations models
... seventh-order solutions all lie virtually on top of one another and are essentially indistin- guishable over the range of values in figure 1(a), and differ only very slightly even over the vast range of capital ...
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Higher order asymptotic theory for semiparametric averaged derivatives
... study higher order asymptotic properties of certain semiparametric estimator of a single index ...the higher order properties of the estimator focusing on the point if parametric rate of ...
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The Resilience of a Refined Higher-Order Thought Theory of Consciousness
... HOT theory for basic state consciousness and for a subject’s successful performance on standard verbal TOM tests, objectors believe that one’s performance on these tests can indicate whether or not one has the ...
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Higher-order theory of mind in Tacit Communication Game
... this theory of mind recursively, and form beliefs about the way others in turn reason about the beliefs, goals, and intentions of ...that higher-order theory of mind allows individuals to ...
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Algebraic Morse theory and homological perturbation theory
... Proof. From Lemma 1 together with the fact that there are no infinite paths in G( C ) M , the Morse graph of C , we can deduce that ht is locally nilpotent, and we can thus invoke the perturbation lemma. It is not ...
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