A priori error analysis of DG approximations of two-phase flows Jan Giesselmann University of Stuttgart Institute of Applied Analysis and Numerical Simulation joint work with T. Pryer (Reading)

Source URL: philippelefloch.files.wordpress.com

T H E O RY A N D M E T H O D S F O R O N E - S T E P O D E S David F. Gleich April 19, 2016 These notes are based on sections 5.3, 5.4, 5.5, 5.6, and 5.7 in Gautschi’s Numerical Analysis

Source URL: www.cs.purdue.edu

• Mathematical analysis
• Mathematics
• Differential calculus
• RungeKutta methods
• Ordinary differential equations
• Numerical analysis
• Euler method
• Leonhard Euler
• Truncation error
• Derivative
• PicardLindelf theorem
• Lipschitz continuity

Error Propagation Analysis for File Systems ∗ Cindy Rubio-González Haryadi S. Gunawi Ben Liblit Remzi H. Arpaci-Dusseau Andrea C. Arpaci-Dusseau

Source URL: web.cs.ucdavis.edu

• Statistics
• Statistical theory
• Software engineering
• Error
• Measurement
• Numerical analysis
• Compiler optimizations
• Scope
• Errors and residuals
• Errno.h
• Exception handling
• Propagation of uncertainty

Noname manuscript No. (will be inserted by the editor) A Linearly Fourth Order Multirate Runge-Kutta Method with Error Control Pak-Wing Fok

Source URL: udel.edu

• Mathematical analysis
• Differential calculus
• RungeKutta methods
• Numerical analysis
• Numerical methods for ordinary differential equations
• Stiff equation
• Truncation error
• CashKarp method
• Richardson extrapolation

Uncertainties on atomic data Connor Ballance (Auburn University) Stuart Loch, Mike Witthoeft, Adam Foster, Randall Smith & Tim Kallman   Atomdb Workshop & Conference 2012  

Source URL: www.atomdb.org

• Chemistry
• Epistemology
• Measurement
• Numerical analysis
• Ionization
• Mass spectrometry
• Physical chemistry
• Uncertainty
• Approximation error

RESIDUAL-BASED DISCRETIZATION ERROR ESTIMATION FOR COMPUTATIONAL FLUID DYNAMICS Tyrone S. Phillips Graduate Research Assistant Department of Aerospace and Ocean

Source URL: www.vsgc.odu.edu

• Numerical analysis
• Mathematical analysis
• Calculus
• Mathematics
• Partial differential equations
• Truncation error
• Finite element method
• Discretization error
• Numerical methods for ordinary differential equations
• Computational fluid dynamics
• Multigrid method
• Richardson extrapolation

The Analysis of Experimental Uncertainty in AP Physics 1 and 2 The following paragraphs describe the expectations for the depth of understanding of experimental uncertainty that will be assessed on the AP Physics 1 and 2

Source URL: secure-media.collegeboard.org

• Statistics
• Statistical theory
• Knowledge
• Numerical analysis
• Estimation theory
• Advanced Placement
• Measurement
• Uncertainty
• AP Physics 1
• Linear regression
• Approximation error
• Data analysis

A THEORY OF CARTOGRAPHIC ERROR AND ITS MEASUREMENT IN DIGITAL DATA BASES Nicholas R. Chrisman University of Wisconsin - Madison Madison, WI 53706

Source URL: mapcontext.com

• Cartography
• Knowledge
• Statistics
• Measurement
• Geography
• Error
• Numerical analysis
• Spatial analysis
• Surveying
• Accuracy and precision
• Geographic information system
• Standard deviation

Silent error detection in numerical time-stepping schemes Austin R. Benson1 2 Sven Schmit1

Source URL: stanford.edu

• Mathematical analysis
• Measurement
• Numerical analysis
• Mathematics
• Coding theory
• Error detection and correction
• Numerical methods for ordinary differential equations
• Truncation error
• Finite difference method
• Error
• Partial differential equation
• Numerical stability

RESIDUAL-BASED DISCRETIZATION ERROR ESTIMATION FOR COMPUTATIONAL FLUID DYNAMICS Tyrone S. Phillips

Source URL: www.vsgc.odu.edu

• Numerical analysis
• Mathematical analysis
• Discretization error
• Computational fluid dynamics
• Theoretical computer science
• Numerical error
• Mathematics
• Finite element method