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- Affine_arithmetic abstract "Affine arithmetic (AA) is a model for self-validated numerical analysis. In AA, the quantities of interest are represented as affine combinations (affine forms) of certain primitive variables, which stand for sources of uncertainty in the data or approximations made during the computation.Affine arithmetic is meant to be an improvement on interval arithmetic (IA), and is similar to generalized interval arithmetic, first-order Taylor arithmetic, the center-slope model, and ellipsoid calculus — in the sense that it is an automatic method to derive first-order guaranteed approximations to general formulas.Affine arithmetic is potentially useful in every numeric problem where one needs guaranteed enclosures to smooth functions, such as solving systems of non-linear equations, analyzing dynamical systems, integrating functions differential equations, etc. Applications include ray tracing, plotting curves, intersecting implicit and parametric surfaces, error analysis, process control, worst-case analysis of electric circuits, and more.".
- Affine_arithmetic wikiPageExternalLink libaffa.
- Affine_arithmetic wikiPageExternalLink asol.
- Affine_arithmetic wikiPageExternalLink Welcome.html.
- Affine_arithmetic wikiPageID "2244916".
- Affine_arithmetic wikiPageRevisionID "606245102".
- Affine_arithmetic hasPhotoCollection Affine_arithmetic.
- Affine_arithmetic subject Category:Affine_geometry.
- Affine_arithmetic subject Category:Numerical_analysis.
- Affine_arithmetic comment "Affine arithmetic (AA) is a model for self-validated numerical analysis.".
- Affine_arithmetic label "Affine arithmetic".
- Affine_arithmetic label "Aritmetica affine".
- Affine_arithmetic sameAs Aritmetica_affine.
- Affine_arithmetic sameAs m.06yv08.
- Affine_arithmetic sameAs Q3622729.
- Affine_arithmetic sameAs Q3622729.
- Affine_arithmetic wasDerivedFrom Affine_arithmetic?oldid=606245102.
- Affine_arithmetic isPrimaryTopicOf Affine_arithmetic.