P. Alfeld

发表

Scattered data interpolation in three or more variables

P. Alfeld, 1989 .

Correction in the dominant space: a numerical technique for a certain class of stiff initial value problems

J. Lambert, P. Alfeld, 1977 .

A discrete $C^1$ interpolant for tetrahedral data

Peter Alfeld, P. Alfeld, 1984 .

An explicit basis for C 1 quartic by various bivariate splines

Bruce R. Piper, L. Schumaker, P. Alfeld, 1987 .

The dimension of bivariate spline spaces of smoothnessr for degreed≥4r+1

Larry L. Schumaker, Peter Alfeld, L. Schumaker, 1987 .

Fitting scattered data on sphere-like surfaces using spherical splines

Larry L. Schumaker, Peter Alfeld, Marian Neamtu, 1996 .

Numerical Treatment of Rapid Chemical Kinetics by Perturbation and Projection Methods

F. Hoppensteadt, P. Alfeld, R. Aiken, 1981 .

A special class of explicit linear multistep methods as basic methods for the correction in the dominant space technique

Peter Alfeld, P. Alfeld, 1979 .

Multivariate splines and the Bernstein-Bézier form of a polynomial

Peter Alfeld, P. Alfeld, 2016, Comput. Aided Geom. Des..

Bivariate spline spaces and minimal determining sets

Peter Alfeld, P. Alfeld, 2000 .

Nonexistence of Star-Supported Spline Bases

Larry L. Schumaker, Peter Alfeld, L. Schumaker, 1999, SIAM J. Math. Anal..

The generic dimension of the space of C 1 splines of degree d ≥8 on tetrahedral decompositions

Larry L. Schumaker, Peter Alfeld, Walter Whiteley, 1993 .

On dimension and existence of local bases for multivariate spline spaces

Larry L. Schumaker, Peter Alfeld, L. Schumaker, 1992 .

The structure of multivariate superspline spaces of high degree

Peter Alfeld, P. Alfeld, Maritza Sirvent, 1991 .

On the dimension of bivariate spline spaces of smoothnessr and degreed=3r+1

Larry L. Schumaker, Peter Alfeld, L. Schumaker, 1990 .

Dimension and local bases of homogeneous spline spaces

Larry L. Schumaker, Peter Alfeld, Marian Neamtu, 1996 .

Bernstein-Bézier polynomials on spheres and sphere-like surfaces

Larry L. Schumaker, Peter Alfeld, Marian Neamtu, 1996, Comput. Aided Geom. Des..

A bivariate C2 Clough-Tocher scheme

Peter Alfeld, P. Alfeld, 1984, Comput. Aided Geom. Des..

Two tetrahedral C1 cubic macro elements

Peter Alfeld, Tatyana Sorokina, P. Alfeld, 2009, J. Approx. Theory.

A C2 trivariate macro-element based on the Clough-Tocher-split of a tetrahedron

Larry L. Schumaker, Peter Alfeld, L. Schumaker, 2005, Comput. Aided Geom. Des..

Smooth Macro-Elements Based on Powell–Sabin Triangle Splits

Larry L. Schumaker, Peter Alfeld, L. Schumaker, 2002, Adv. Comput. Math..

Minimally supported bases for spaces of bivariate piecewise polynomials of smoothness r and degree d 4r + 1

Larry L. Schumaker, Peter Alfeld, Bruce R. Piper, 1987, Comput. Aided Geom. Des..

On the Dimension of Multivariate Piecewise Polynomials

Peter Alfeld, P. Alfeld, 1986 .

Smooth macro-elements based on Clough-Tocher triangle splits

Larry L. Schumaker, Peter Alfeld, L. Schumaker, 2002, Numerische Mathematik.

A recursion formula for the dimension of super spline spaces of smoothness r and degree d>r2k

Peter Alfeld, P. Alfeld, Maritza Sirvent, 1989 .

The exact analysis of sparse rectangular linear systems

Peter Alfeld, David J. Eyre, D. J. Eyre, 1991, TOMS.

Thermal modeling of the geometry of subduction with implications for the tectonics of the overriding plate

P. Alfeld, K. Furlong, D. Chapman, 1982 .

MULTIVARIATE PERPENDICULAR INTERPOLATION

Peter Alfeld, P. Alfeld, 1985 .

Derivative generation from multivariate scattered data by functional minimization

Peter Alfeld, P. Alfeld, 1985, Comput. Aided Geom. Des..

Algorithm 701: Goliath—a software system for the exact analysis of rectangular rank-deficient sparse rational linear systems

Peter Alfeld, David J. Eyre, D. J. Eyre, 1991, TOMS.

A trivariate clough-tocher scheme for tetrahedral data

Peter Alfeld, P. Alfeld, 1984, Comput. Aided Geom. Des..

A C2 Trivariate Macroelement Based on the Worsey-Farin Split of a Tetrahedron

Larry L. Schumaker, Peter Alfeld, L. Schumaker, 2005, SIAM J. Numer. Anal..

On the solution of mixed boundary value problems in elasticity

E. S. Folias, Michael H. Hohn, F. Stenger, 2001 .