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Higher order models need numerical construction

Numerical analysis and phenomenology of homogeneous, isotropic turbulence generated by higher order models of turbulence

Numerical analysis and phenomenology of homogeneous, isotropic turbulence generated by higher order models of turbulence

... a numerical regularization by Stolz and Adams, ...lower order perturbation and thus (since the equation does not change order or type) questions of well-posedness and boundary conditions are ...

105

Higher-order statistics for DSGE models

Higher-order statistics for DSGE models

... If p < n θ the model is under-identified and we need to find additional instruments for 3 Basically, we extend (and adapt to DYNARE) the GMM toolbox of Andreasen et al. (2016) to include information from third- ...

32

Higher order numerical methods for singular perturbation problems

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 ...points. Construction and/or implementation of direct ...

215

Higher-order structure in networks: construction and its impact on dynamics

Higher-order structure in networks: construction and its impact on dynamics

... contagion models on those networks reveal that degree distribution and global clustering do not always accurately predict the outcome of dynamical processes taking place on ...

169

A learning by construction approach for higher order cognitive skills improvement

A learning by construction approach for higher order cognitive skills improvement

... may need to expand the notes by talking with others and collecting notes from the textbook, putting summarized notes onto tapes and listening to them, asking others to 'hear' their understanding of a topic, ...

181

Augmented Lagrangian Methods for Numerical Solutions to Higher Order Differential Equations

Augmented Lagrangian Methods for Numerical Solutions to Higher Order Differential Equations

... the construction of an augmented Lagrangian for finding numerical solutions to higher order differential equations using finite ...a higher order nonli- near differential ...

13

A numerical algorithm for the construction of efficient quadrature rules in two and higher dimensions

A numerical algorithm for the construction of efficient quadrature rules in two and higher dimensions

... a numerical algorithm for the construction of efficient, high-order quadratures in two and higher ...with numerical examples, and report quadrature rules for polynomials on triangles, ...

14

Influence of higher order need strenght and job characteristics on job performance

Influence of higher order need strenght and job characteristics on job performance

... psychological value of job content on a variation of the objective direct point method of job evaluation as it is used in wage and salary administration. As a first step in developing the instrument, each of the eight ...

14

A classification of higher-order strain gradient models - linear analysis

A classification of higher-order strain gradient models - linear analysis

... of higher-order strain-gradient models – linear analysis ...of higher-order strain-gradient models in mechanics is ...second-gradient models from the literature are ...

18

Efficient and effective retrieval using Higher-Order proximity models

Efficient and effective retrieval using Higher-Order proximity models

... work has been commonly used since the Cranfield II [ 27 ] experiment, and provides a cost-effective alternative to real user studies. The paradigm was later adopted by many shared-task collaborative evaluations, ...

194

Objective Bayesian higher-order asymptotics in models with nuisance parameters

Objective Bayesian higher-order asymptotics in models with nuisance parameters

... discuss higher-order approximations to the marginal poste- rior distribution for a scalar parameter of interest in the presence of nuisance ...These higher-order approximations are obtained ...

15

A Comparison of Higher-Order Weak Numerical Schemes for Stopped Stochastic Differential Equations

A Comparison of Higher-Order Weak Numerical Schemes for Stopped Stochastic Differential Equations

... (For the sake of completeness, we just point out that those SDEs are related to BVPs with Neumann and Robin BCs.) Moreover, we have chosen to review only higher-order integrators which are of gen- eral ...

30

Inference on Higher-Order Spatial Autoregressive Models with Increasingly Many Parameters

Inference on Higher-Order Spatial Autoregressive Models with Increasingly Many Parameters

... Besides allowing the number of estimable parameters to increase with the data, this has the advantage of accommodating explicitly some asymptotic regimes that arise in practice. Illustrations are discussed, in particular ...

37

New quasi-Newton methods via higher order tensor models

New quasi-Newton methods via higher order tensor models

... fourth order tensor model and show that it is superior with respect to the prior modification of Wei et ...and numerical results show the advantage of the modified QN ...

11

Bilevel Parameter Learning for Higher-Order Total Variation Regularisation Models

Bilevel Parameter Learning for Higher-Order Total Variation Regularisation Models

... in higher-order total variation image reconstruction ...the numerical solution of the bilevel problems. Numerical exper- iments are carried out to show the suitability of our approach and the ...

25

Numerical solution of Solving Higher order Boundary Value Problems using Collocation Methods

Numerical solution of Solving Higher order Boundary Value Problems using Collocation Methods

... is numerical methods for calculating such ...without need of great mathematical insight. Therefore, numerical approach is very good for solving many problems and that is why we focus on both the ...

7

Numerical Solution of Linear Ordinary Differential Equations of Higher Order by Differential Transformation Method

Numerical Solution of Linear Ordinary Differential Equations of Higher Order by Differential Transformation Method

... purely numerical are available for the solution of differential ...or need complicated symbolic ...the numerical methods for ordinary differential ...semi-analytical numerical technique that ...

5

Numerical construction of parameter maximin D optimal designs for binary response models

Numerical construction of parameter maximin D optimal designs for binary response models

... Theorem 3 Let Θ be convex. If the function h(z) in (1.2) is strictly log-concave and twice differentiable on IR, then for all equally weighted two point designs ξ the determinant | M (ξ, ϑ) | is a strictly unimodal ...

22

Higher-order perturbation solutions to dynamic, discrete-time rational expectations models

Higher-order perturbation solutions to dynamic, discrete-time rational expectations models

... fifth order and coefficient errors of about 1% are present even in the second-order ...internal numerical linear algebra procedures are all taken directly from LAPACK, which is by far the most common ...

31

A Variational Formulation for Higher Order Macroscopic Traffic Flow Models of the GSOM Family

A Variational Formulation for Higher Order Macroscopic Traffic Flow Models of the GSOM Family

... in order to calculate the solution to a complex problem it suffices to solve partial problems and take the minimum of the solutions of the partial ...is numerical integration of the model, in conjunction with ...

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