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Taylor Expansions in Chemical Potential [PDF]
Properties of QCD at finite chemical potential are extracted using Taylor series expansions. The continuum limits of lattice results are presented. The result of expanding the free energy density, ie, the pressure, to 6th order in the expansion is shown. The Taylor coefficients of the chiral condensate are also shown.
Gavai, Rajiv +2 more
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Real objects-based full-color holographic display systems usually collect data with a depth camera and then modulate the input light source to reconstruct the color three-dimensional scene of the real object. However, at present, the main problems of the
Qinhui Yang +4 more
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A probabilistic Taylor expansion with Gaussian processes [PDF]
To appear in Transactions on Machine Learning ...
Karvonen, Toni +3 more
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Rejoinder to “On the Misuse of Taylor Expansion”
Abstract This article is the rejoinder to: The authors replied as follows: We thank Drs Wang, Zhang, Feng, and Tu for pointing out a missing op(1) term in a Taylor expansion in Theorem 2 of Supplementary Materials to Zhao and Prentice (2014), an omission that apparently occurred also in several earlier ...
Shanshan, Zhao, Ross L, Prentice
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NON-TAYLOR SERIES BASED POSITIONING METHOD FOR LOCATION BASED SERVICES
Location Based Services (LBS) has gained increasing popularity in major cities. Due to blocking from man-made structures, the existing Global Positioning System (GPS) could not satisfy LBS applications, especially in street canyon and indoor surroundings.
Tan Kim Geok +2 more
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We introduce a calculus of extensional resource terms. These are resource terms à la Ehrhard-Regnier, but in infinitely eta-long form. The calculus still retains a finite syntax and dynamics: in particular, we prove strong confluence and normalization.
Lison Blondeau-Patissier +2 more
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An Alternative Approach to Energy Eigenvalue Problems of Anharmonic Potentials
Energy eigenvalues of quartic and sextic type anharmonic potentials are obtained by using an alternative method called asymptotic Taylor expansion method (ATEM) which is an approximate approach based on the asymptotic Taylor series expansion of a ...
Okan Ozer, Halide Koklu
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Weak Itô-Taylor expansions are presented for the functional \(f(t, X_t)\), where \(X_t\) is the solution of a vector Itô stochastic differential equation. A systematic approach for finding the terms in the expansions is described and then used to list the terms up to order 6 for the one-dimensional case.
Tocino, A., Vigo-Aguiar, J.
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A New Localization Algorithm Based on Taylor Series Expansion for NLOS Environment
In Non-Line-Of-Sight (NLOS) environment, location accuracy of Taylorseries expansion location algorithm degrades greatly. A new Taylor-series expansion location algorithm based on self-adaptive Radial-Basis-Function (RBF) neural network is proposed in ...
Ren Jin, Chen Jingxing, Bai Wenle
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4D-TExS: A new 4D lattice-QCD equation of state with extended density coverage [PDF]
Although calculations of QCD thermodynamics from first-principle lattice simulations are limited to zero net-density due to the fermion sign problem, several methods have been developed to extend the equation of state (EoS) to finite values of the B, Q ...
Jahan Johannes +8 more
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