Results 51 to 60 of about 83,130 (282)
Classical Lie Point Symmetry Analysis of a Steady Nonlinear One-Dimensional Fin Problem
Journal of Applied Mathematics, 2012 We consider the one-dimensional steady fin problem with the Dirichlet boundary condition at one end and the Neumann boundary condition at the other.
R. J. Moitsheki, M. D. Mhlongo
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Stein's method, Malliavin calculus, Dirichlet forms and the fourth moment theorem
, 2014 The fourth moment theorem provides error bounds of the order $\sqrt{{\mathbb E}(F^4) - 3}$ in the central limit theorem for elements $F$ of Wiener chaos of any order such that ${\mathbb E}(F^2) = 1$.
Chen, Louis H. Y., Poly, Guillaume
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Smooth perturbations of regular Dirichlet forms [PDF]
Proceedings of the American Mathematical Society, 1992 Given a regular Dirichlet form h \mathfrak {h} , we prove that a measure μ \mu is smooth iff the domain of h + μ \mathfrak {h} + \mu is dense in the domain of h \mathfrak {h} with respect to the form norm.
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Topology Optimization for a Rigid‐Compliant Hybrid Constant Force Gripper
Advanced Intelligent Systems, EarlyView.Constant‐force grippers deliver near‐constant output without sensors, cutting cost and complexity. This study proposes a topology‐optimization framework jointly designing rigid links and material distribution, modeled via link‐state and element‐density variables with constant force as the objective.
Shuhao Xia +5 more
wiley +1 more source
A Simple Approach to Functional Inequalities for Non-local Dirichlet Forms
, 2013 With direct and simple proofs, we establish Poincar\'{e} type inequalities (including Poincar\'{e} inequalities, weak Poincar\'{e} inequalities and super Poincar\'{e} inequalities), entropy inequalities and Beckner-type inequalities for non-local ...
Wang, Jian
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Human‐Machine Mutual Trust Based Shared Control Framework for Intelligent Vehicles
Advanced Intelligent Systems, EarlyView.This work introduces a bidirectional‐trust‐driven shared control framework for human‐machine co‐driving. The method models human‐to‐machine trust from intention discrepancies and Bayesian skill assessment, and machine‐to‐human trust from integrated ability evaluation.
Zhishuai Yin +4 more
wiley +1 more source
Error structures and parameter estimation [PDF]
, 2006 This article proposes a link between statistics and the theory of Dirichlet forms used to compute errors. The error calculus based on Dirichlet forms is an extension of classical Gauss' approach to error propagation.
Bouleau, Nicolas, Chorro, Christophe
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Geometry and analysis of Dirichlet forms
Advances in Mathematics, 2012 Let $ \mathscr E $ be a regular, strongly local Dirichlet form on $L^2(X, m)$ and $d$ the associated intrinsic distance. Assume that the topology induced by $d$ coincides with the original topology on $ X$, and that $X$ is compact, satisfies a doubling property and supports a weak $(1, 2)$-Poincar inequality. We first discuss the (non-)coincidence of
Koskela, Pekka, Zhou, Yuan
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Arthritis &Rheumatology, EarlyView.Objective Fecal microbiota transplantation (FMT) holds promises as a beneficial supplement to methotrexate in patients with psoriatic arthritis (PsA). We therefore investigated how gut bacterial signatures in patients and donor strain engraftment were associated with long‐term response to FMT.
Panpan Qin +7 more
wiley +1 more source
Coefficients of symmetric power L-functions on integers under digital constraints [PDF]
Notes on Number Theory and Discrete MathematicsLet λₛᵧₘʳ_f(n) be the n-th coefficient in the Dirichlet series representing the symmetric power L-function attached to a primitive form f of weight k and level N.
Khadija Mbarki
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