Text GCM astronomical variability As noted in the main paper, the astronomical configuration of the GCM simulations used are not identical, although they are broadly similar. In Figure S1 we show how the di↵erent astr

Source URL: www.clim-past.net

• Simulation
• Mathematics
• Asymptotic analysis
• Extrapolation
• Interpolation

/Users/ardonne/Dropbox/2012/fractional-topological-phase/figures/interpolation-plot.agr

Source URL: www.fysik.su.se

• Statistical mechanics
• Quantum mechanics
• Hall effect
• Topological order
• Quantum Hall effect
• Fractional quantum Hall effect
• Quantum entanglement
• Identical particles
• T-symmetry
• Physics
• Condensed matter physics
• Quantum phases

fplots2/asia_year_25_1.eps

Source URL: www.cse.unt.edu

• Multivariate interpolation
• Imaging
• Interpolation
• Geostatistics
• Kriging

Advanced Scientific Computing Research FY 2004 Accomplishment

Source URL: www.csm.ornl.gov

• Algebra
• Splines
• Computational science
• Cubic Hermite spline
• Charles Hermite
• Integral
• Normal
• Numerical analysis
• Hermite
• Mathematics
• Mathematical analysis
• Interpolation

Advanced Scientific Computing Research FY 2004 Accomplishment A Cubic Hermite Boundary Integral Approximation L. J. Gray*, Oak Ridge National Laboratory M. Garzon, University of Oviedo, Oviedo Spain

Source URL: www.csm.ornl.gov

• Algebra
• Splines
• Computational science
• Cubic Hermite spline
• Charles Hermite
• Integral
• Normal
• Numerical analysis
• Hermite
• Mathematics
• Mathematical analysis
• Interpolation

622 IEEE TRANSACTIONS ON MOBILE COMPUTING, VOL. 8, NO. 5,

Source URL: www.cse.unt.edu

• Sensors
• Wireless sensor network
• Interpolation
• Kriging
• Multivariate interpolation
• Variogram
• Statistics
• Geostatistics
• Technology

least squares_paperFinal_Adjusted.dvi

Source URL: www.econ.ucla.edu

• Econometrics
• Estimation theory
• Splines
• Linear regression
• Normal distribution
• Least squares
• B-spline
• Fourier series
• Polynomial interpolation
• Statistics
• Regression analysis
• Interpolation

NEW APPROACHES TO TOPOGRAPHIC GRAVI TY CORRECTIONS Ruizhong Jia, PetRos EiKon, Brampton, Ontario, Canada Laura Davis, PetRos EiKon, Brampton, Ontario, Canada R. W. Groom, PetRos EiKon, Brampton, Ontario, Canada Abstract

Source URL: www.petroseikon.com

• Interpolation
• Geography
• Cartography
• Splines
• Geodesy
• Natural neighbor
• Bicubic interpolation
• Digital elevation model
• Cubic Hermite spline
• Multivariate interpolation
• Image processing
• Topography

Biometrics 61, 36–45 March 2005 Model Evaluation and Spatial Interpolation by Bayesian Combination of Observations with Outputs from Numerical Models Montserrat Fuentes

Source URL: www.stat.washington.edu

Outline Interpolation systems for first-order theorem proving Problems with state of the art approach Two-stage interpolation systems Problems with two-stage approach

Source URL: cav2013.forsyte.at