Model Reduction for Dynamic Sensor Steering: A Bayesian Approach to Inverse Problems by Sonja Wogrin Submitted to the School of Engineering

Source URL: raphael.mit.edu

• Mathematical optimization
• Mathematics
• Logic
• Algorithm
• Mathematical logic
• Theoretical computer science

Louis de Rancourt Olivier Saint-Vincent et Raphaël Saint-Vincent RÉALISER UN STORYBOARD

Source URL: www.eyrolles.com

AIAA[removed]18th AIAA Computational Fluid Dynamics Conference[removed]June 2007, Miami, FL An Adaptive Simplex Cut-Cell Method for

Source URL: raphael.mit.edu

• Numerical analysis
• Computational fluid dynamics
• Surfaces
• Tessellation
• 3D modeling
• Computer representation of surfaces
• Finite volume method
• Tetrahedron
• Edge
• Geometry
• 3D computer graphics
• Mesh generation

A pFFT Accelerated Linear Strength BEM Potential Solver D.J. Willis, J.K. White and J. Peraire Massachusetts Institute of Technology, Room[removed], 77 Massachusetts Ave., Cambridge, MA 02139, USA fdjwillis, white, peraire

Source URL: raphael.mit.edu

• Abstract algebra
• Linear algebra
• Boundary element method
• Matrix
• Vector space
• Algebra
• Mathematics
• Fluid dynamics

An Optimization-based Framework for Controlling Discretization Error through Anisotropic h-Adaptation

Source URL: raphael.mit.edu

• Applied mathematics
• Error detection and correction
• Approximation algorithm
• Estimation theory
• Mathematical sciences
• Mathematics
• Operations research
• Signal processing
• Mathematical optimization

Sub-Cell Shock Capturing for Discontinuous Galerkin Methods Per-Olof Persson∗ and Jaime Peraire† Massachusetts Institute of Technology, Cambridge, MA 02139, U.S.A. A shock capturing strategy for higher order Discont

Source URL: raphael.mit.edu

• Aerodynamics
• Computational fluid dynamics
• Numerical analysis
• Shock capturing methods
• Partial differential equations
• Viscosity
• Euler equations
• Shock wave
• Navier–Stokes equations
• Fluid dynamics
• Fluid mechanics
• Dynamics

AIAA JOURNAL Vol. 46, No. 10, October 2008 Parametric Reduced-Order Models for Probabilistic Analysis of Unsteady Aerodynamic Applications T. Bui-Thanh∗ and K. Willcox†

Source URL: raphael.mit.edu

• Regression analysis
• Data analysis
• Computational fluid dynamics
• Navier–Stokes equations
• Least squares
• Principal component analysis
• Parameter space
• Combinatorics
• Combinatory logic
• Statistics
• Mathematics
• Mathematical optimization

A Dynamic Programming Approach to Maximizing Tracks for Structure from Motion Jonathan Mooser1 , Suya You1 , Ulrich Neumann1 , Raphael Grasset2 , and Mark Billinghurst2 1

Source URL: graphics.usc.edu

• Operations research
• Mathematics
• Video processing
• Bundle adjustment
• Geodesy
• Surveying
• Optical flow
• RANSAC
• Motion estimation
• Statistics
• Computer vision
• Vision

Algebraic structures as typed objects Heinz Kredel, University of Mannheim Raphael Jolly, Databeans CASC 2011, Kassel

Source URL: krum.rz.uni-mannheim.de

• Algebraic structures
• Algebraic extension
• Field extension
• Algebraic number
• Field
• Transcendental number
• Motive
• Algebraic closure
• Abstract algebra
• Algebra
• Mathematics

MIT Aerospace Computational Design Laboratory Technical Report TR-13-1, June[removed]LOCALIZED DISCRETE EMPIRICAL INTERPOLATION METHOD BENJAMIN PEHERSTORFER∗ , DANIEL BUTNARU∗ , KAREN WILLCOX† , AND HANS-JOACHIM BUN

Source URL: raphael.mit.edu

• Numerical analysis
• Multivariate statistics
• Multivariable calculus
• Partial differential equation
• Principal component analysis
• Mathematical optimization
• Interpolation
• Galerkin method
• Differential equation
• Mathematics
• Mathematical analysis
• Statistics