Taylor series
On the General Solution for the Two-Dimensional Electrical Impedance Equation in Terms of Taylor Series in Formal Powers
... We should also notice that the numerical methods that might be used when applying the techniques shown before, belong almost exclusively to the evaluation of the integral operators that are needed for approaching the ...
6
Vector Taylor series based model adaptation using noisy speech trained hidden Markov models
... Besides their superior performance, PMC and VTS require quite less adaptation data compared with MLLR. Especially, VTS adapta- tion is performed at runtime just using the test noisy speech and its performance is known to ...
5
A Taylor Series based Fuzzy Mathematical Approach for Multi Objective Linear Fractional Programming Problem with Fuzzy Parameters
... This article presents an approach to acquire the solution of multi-objective linear fractional programming problems where the parameters are assumed to be triangular fuzzy numbers. This is done through a fuzzy ...
8
Research on Indoor Positioning Algorithm Based on Trilateral Positioning and Taylor Series Expansion
... and Taylor series ...of Taylor series expansion, the paper proposes an indoor co-location algorithm based on the trilateral positioning and Taylor series ...
6
Intuitionistic Fuzzy Multi-Objective Non Linear Programming Problem (IFMONLPP) Using Taylor Series Approach
... on Taylor series is proposed to solve intuitionistic fuzzy multi-objective quadratic programming problems ...order Taylor polynomial series and the intuitionistic fuzzy multi-objective linear ...
8
Using the MCNP Taylor series perturbation feature (efficiently) for shielding problems
... term Taylor series of ...the Taylor series are ...two-term Taylor expansion is extremely accurate for cross-section perturbations of ±10% for this problem; beyond that, higher-order ...
8
The Combined Reproducing Kernel Method and Taylor Series for Handling Fractional Differential Equations
... This paper presents the numerical solution for a class of fractional differential equations. The fractional derivatives are described in the Caputo [1] sense. We developed a reproducing kernel method (RKM) to solve ...
10
Numerical Solution of Non-linear Elasticity Problems Using Higher-Order Taylor Series Approximations
... An innovative scheme for numerical solution of non- linear elasticity problems using higher-order Taylor series expansion is proposed and verified. Comparison study of this algorithm with those classical ...
10
11.10 Taylor Series Notes
... whose Taylor series we already know, then many times we can use those Taylor series to build the Tay- lor series for f ...new Taylor series from known Taylor ...
25
A new type of Taylor series expansion
... of Taylor series expansion and to present some closed forms for integrals involving Jacobi and Laguerre polynomials, which cannot be directly obtained by usual symbolic computation programs, ...
10
Learning functions and their derivatives using Taylor series and neural networks
... However, instead of only having one expansion point, it uses a function of expansion points and takes account of the order of the Taylor series by biasing individual t[r] ...
5
Analysis of fractional partial differential equations by Taylor series expansion
... the Taylor series of an analytical solution for the differential equations which is obtained from FDEs by making the fractional order of the derivative integer, to obtain the analytical or approximate ...
12
Investigation of Some Estimators Via Taylor Series Approach and an Application
... of taylor series method in the calculation of some means with single auxiliary variable developed in a simple random sampling and mean square error unit ratio estimators having certain properties was ...
7
Taylor-Series Expansion Methods for Multivariate Hammerstein Integral Equations
... Alternatively, Taylor-series expansion method introduced by Yuhe Ren et ...the Taylor-series expansion method is that approximation can be calculated locally, ...new ...
5
Non-linear principal component analysis (approximation by a second-order Taylor series)
... Table principal 15 the two component pair the of of the null and the Non-Linear Regression space of the B vectors "augmented* matrix - are compared partition from both and the - the last[r] ...
40
Solving Singular Partial Integro-Di¤Erential Equations Using Taylor Series
... The aim of this study is to introduce a new technique to solve linear singular partial integro-differential equations (PIDEs) of first and second-order by using Taylor's series and convert the proposed PIDE to an ...
6
Approximating functions by Taylor Polynomials.
... (d) The general formula for the coefficients of these Taylor Series are called the binomial coefficients. They were first discovered by the Twelfth Century Persian poet and mathematician Omar Khayyam, and ...
6
Rotating Rayleigh Taylor instability
... stabilised indefinitely. Rotation was also seen in some cases to be able to slow the growth of asymmetric modes. We can understand our observations in the following qualitative manner: a rotating fluid is known to ...
14
Generalized q Taylor formulas
... generalized Taylor formulas involving the classical fractional derivative may be found in [, ...generalized Taylor formula involving the classical Riemann- Liouville fractional derivative of order α is ...
12
Perspectives on the ‘lens of risk’ interview series: Interviews with Judith Green and Peter Taylor Gooby
... issue series, Judy has challenged the meta-narrative which views all health discourse through the lens of risk, and, in consequence, identifies public ‘failures’ to prioritise officially recognised risks in ...
16