Sharp error estimates for interpolatory approximation on convex polytopes
A Guessab, G Schmeisser - SIAM journal on numerical analysis, 2005 - SIAM
Let P be a convex polytope in the d-dimensional Euclidean space. We consider an
interpolation of a function f at the vertices of P and compare it with the interpolation of f and …
interpolation of a function f at the vertices of P and compare it with the interpolation of f and …
[引用][C] Sharp error estimates for interpolatory approximation on convex polytopes
A GUESSAB, G SCHMEISSER - SIAM journal on numerical …, 2006 - pascal-francis.inist.fr
Sharp error estimates for interpolatory approximation on convex polytopes CNRS Inist
Pascal-Francis CNRS Pascal and Francis Bibliographic Databases Simple search Advanced …
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[PDF][PDF] SHARP ERROR ESTIMATES FOR INTERPOLATORY APPROXIMATION ON CONVEX POLYTOPES
A GUESSAB, G SCHMEISSER - math.auckland.ac.nz
Let y be a convex polytope in the d-dimensional Euclidean space. We consider an
interpolation of a function f at the vertices of y and compare it with the interpolation of f and …
interpolation of a function f at the vertices of y and compare it with the interpolation of f and …
Sharp Error Estimates for Interpolatory Approximation on Convex Polytopes
A Guessab, G Schmeisser - SIAM Journal on Numerical Analysis, 2005 - dl.acm.org
Let P be a convex polytope in the d-dimensional Euclidean space. We consider an
interpolation of a function f at the vertices of P and compare it with the interpolation of f and …
interpolation of a function f at the vertices of P and compare it with the interpolation of f and …
[PDF][PDF] Sharp Error Estimates for Interpolatory Approximation on Convex Polytopes
A Guessab, G Schmeisser - SIAM Journal on Numerical Analysis, 2006 - researchgate.net
Let q3 be a convex polytope in the d-dimensional Euclidean space. We consider an
interpolation of a function f at the vertices of~ and compare it with the interpolation of f and its …
interpolation of a function f at the vertices of~ and compare it with the interpolation of f and its …
Sharp Error Estimates for Interpolatory Approximation on Convex Polytopes
A Guessab, G Schmeisser - SIAM Journal on Numerical Analysis, 2006 - JSTOR
Let [Black-Letter Capital Letter P] be a convex polytope in the d-dimensional Euclidean
space. We consider an interpolation of a function f at the vertices of [Black-Letter Capital …
space. We consider an interpolation of a function f at the vertices of [Black-Letter Capital …
[PDF][PDF] SHARP ERROR ESTIMATES FOR INTERPOLATORY APPROXIMATION ON CONVEX POLYTOPES
A GUESSAB, G SCHMEISSER - scholar.archive.org
Let y be a convex polytope in the d-dimensional Euclidean space. We consider an
interpolation of a function f at the vertices of y and compare it with the interpolation of f and …
interpolation of a function f at the vertices of y and compare it with the interpolation of f and …
[PDF][PDF] SHARP ERROR ESTIMATES FOR INTERPOLATORY APPROXIMATION ON CONVEX POLYTOPES
A GUESSAB, G SCHMEISSER - Citeseer
Let y be a convex polytope in the d-dimensional Euclidean space. We consider an
interpolation of a function f at the vertices of y and compare it with the interpolation of f and …
interpolation of a function f at the vertices of y and compare it with the interpolation of f and …
Sharp Error Estimates for Interpolatory Approximation on Convex Polytopes
A Guessab, G Schmeisser - SIAM Journal on Numerical …, 2005 - search.proquest.com
Abstract Let $\mathfrak {P} $ be a convex polytope in the d-dimensional Euclidean space.
We consider an interpolation of a function f at the vertices of $\mathfrak {P} $ and compare it …
We consider an interpolation of a function f at the vertices of $\mathfrak {P} $ and compare it …
[PDF][PDF] Sharp Error Estimates for Interpolatory Approximation on Convex Polytopes
A Guessab, G Schmeisser - SIAM Journal on Numerical Analysis, 2006 - academia.edu
Let q3 be a convex polytope in the d-dimensional Euclidean space. We consider an
interpolation of a function f at the vertices of~ and compare it with the interpolation of f and its …
interpolation of a function f at the vertices of~ and compare it with the interpolation of f and its …