Results 41 to 50 of about 497,613 (208)
Maximum-a-Posteriori Estimation with Bayesian Confidence Regions [PDF]
Solutions to inverse problems that are ill-conditioned or ill-posed may have significant intrinsic uncertainty. Unfortunately, analysing and quantifying this uncertainty is very challenging, particularly in high-dimensional problems.
M. Pereyra
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To what extent do the a priori and a posteriori approach to ignorance inform us about the relationship between science and law ? This paper sets out to explore the answers in five stages. How are we ignorant ?
Jean-Sylvestre Bergé
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A Posteriori Error Estimates for the Generalized Overlapping Domain Decomposition Methods
A posteriori error estimates for the generalized overlapping domain decomposition method (GODDM) (i.e., with Robin boundary conditions on the interfaces), for second order boundary value problems, are derived.
Hakima Benlarbi, Ahmed-Salah Chibi
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SENIOR FORMS STUDENTS’ COGNITIVE ACTIVITY DEVELOPMENT IN ENGLISH TEXTUAL ACTIVITY
It is devoted to considering a question of using popular-science texts as the main means of senior forms students’ cognitive activity development. In our work we base on some principles of I.
Nina Valentinovna Protasova
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Explicit formulae of constants within the a posteriori error estimate for optimal control problems are investigated with Legendre-Galerkin spectral methods. The constrained set is put on the control variable.
Jianwei Zhou
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Towards a structural-functional classification of fynbos: a comparison of methods
The need for a classification of the vegetation of the fynbos region is stressed. In the present work we have evaluated some structural-functional approaches that could be used to classify and describe fynbos.
P. Linder, B. M. Campbell
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A Model to Improve Granular Temperature in CFD-DEM Simulations
CFD-DEM (computational fluid dynamic-discrete element method) is a promising approach for simulating fluid–solid flows in fluidized beds. This approach generally under-predicts the granular temperature due to the use of drag models for the average drag ...
Yaxiong Yu, Li Zhao, Yu Li, Qiang Zhou
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A priori and a posteriori $W^{1,\infty}$ error analysis of a QC method for complex lattices [PDF]
In this paper we prove a priori and a posteriori error estimates for a multiscale numerical method for computing equilibria of multilattices under an external force. The error estimates are derived in a $W^{1,\infty}$ norm in one space dimension.
Abdulle, Assyr +2 more
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Guaranteed, Locally Space-Time Efficient, and Polynomial-Degree Robust a Posteriori Error Estimates for High-Order Discretizations of Parabolic Problems [PDF]
We consider the a posteriori error analysis of approximations of parabolic problems based on arbitrarily high-order conforming Galerkin spatial discretizations and arbitrarily high-order discontinuous Galerkin temporal discretizations. Using equilibrated
A. Ern, Iain Smears, M. Vohralík
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Local Projection-Based Stabilized Mixed Finite Element Methods for Kirchhoff Plate Bending Problems
Based on stress-deflection variational formulation, we propose a family of local projection-based stabilized mixed finite element methods for Kirchhoff plate bending problems.
Xuehai Huang
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