Pages that link to "Item:Q753047"
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The following pages link to Dependence of estimates of a multidimensional piecewise polynomial approximation on the geometric characteristics of the triangulation (Q753047):
Displaying 18 items.
- Explicitly solving vectorial ODEs (Q556132) (← links)
- Approximation of the derivatives of a function in Lagrange interpolation on low-dimensional simplices (Q828606) (← links)
- Optimal estimates for the linear interpolation error on simplices (Q1971647) (← links)
- On the generalization of the Synge-Křížek maximum angle condition for \(d\)-simplices (Q2000606) (← links)
- Linear interpolation on a tetrahedron (Q2185783) (← links)
- Explicit formulas for interpolating splines of degree 5 on the triangle (Q2263337) (← links)
- Estimation of the error of calculating the functional containing higher-order derivatives on a triangular grid (Q2279495) (← links)
- A triangular finite element with new approximation properties (Q2362418) (← links)
- Lower estimates for the error of approximation of derivatives for composite finite elements with smoothness property (Q2516591) (← links)
- Hermite Interpolation on a Simplex (Q3120258) (← links)
- On a multidimensional analogue of the Schwarz example (Q3167651) (← links)
- Approximation of the gradient of a function on the basis of a special class of triangulations (Q4613519) (← links)
- Adaptive procedure for approximating functions by continuous piecewise polynomials (Q4896498) (← links)
- On Equivalence of Maximum Angle Conditions for Tetrahedral Finite Element Meshes (Q5114891) (← links)
- On Mesh Regularity Conditions for Simplicial Finite Elements (Q5152859) (← links)
- On Jamet’s Estimates for the Finite Element Method with Interpolation at Uniform Nodes of a Simplex (Q5374061) (← links)
- Approximation to the Derivatives of a Function Defined on a Simplex under Lagrangian Interpolation (Q6494786) (← links)
- Estimates for piecewise linear approximation of derivative functions of Sobolev classes (Q6643438) (← links)
