<--- Back to Details
First PageDocument Content
Mathematical analysis / Bilinear interpolation / Bicubic interpolation / Linear interpolation / Cubic Hermite spline / Convex function / Trilinear interpolation / Polynomial interpolation / Numerical analysis / Interpolation / Multivariate interpolation
Date: 2007-10-02 09:37:21
Mathematical analysis
Bilinear interpolation
Bicubic interpolation
Linear interpolation
Cubic Hermite spline
Convex function
Trilinear interpolation
Polynomial interpolation
Numerical analysis
Interpolation
Multivariate interpolation

Interpolation Interpolation: Discrete to Continuous • Given some values at some points, determine continuous range of values.

Add to Reading List

Source URL: www.cs.umd.edu

Download Document from Source Website

File Size: 901,33 KB

Share Document on Facebook

Similar Documents

Vinta: Verification with INTerpolation and Abstract iterpretation Arie Gurfinkel Software Engineering Institute Carnegie Mellon University

Vinta: Verification with INTerpolation and Abstract iterpretation Arie Gurfinkel Software Engineering Institute Carnegie Mellon University

DocID: 1xVXp - View Document

Unbounded Model-Checking with Interpolation for Regular Language Constraints Graeme Gange, Jorge A. Navas, Peter J. Stuckey, Harald Søndergaard, and Peter Schachte The University of Melbourne {ggange,jnavas,pjs,harald,s

Unbounded Model-Checking with Interpolation for Regular Language Constraints Graeme Gange, Jorge A. Navas, Peter J. Stuckey, Harald Søndergaard, and Peter Schachte The University of Melbourne {ggange,jnavas,pjs,harald,s

DocID: 1xVMq - View Document

Selfless Interpolation for Infinite-State Model Checking? Tanja Schindler1 and Dejan Jovanovi´c2 1  University of Freiburg

Selfless Interpolation for Infinite-State Model Checking? Tanja Schindler1 and Dejan Jovanovi´c2 1 University of Freiburg

DocID: 1xVsB - View Document

Efficient Interpolation for the Theory of Arrays (work in progress) Jochen Hoenicke and Tanja Schindler∗ Department of Computer Science, University of Freiburg

Efficient Interpolation for the Theory of Arrays (work in progress) Jochen Hoenicke and Tanja Schindler∗ Department of Computer Science, University of Freiburg

DocID: 1xViK - View Document

Verification of Programs by Combining Iterated Specialization with Interpolation E. De Angelis and F. Fioravanti J. A. Navas

Verification of Programs by Combining Iterated Specialization with Interpolation E. De Angelis and F. Fioravanti J. A. Navas

DocID: 1xUX2 - View Document