Discrete Variational Green's Function. I (Short Communication) P.G. CIARLET — 1969 Aequationes mathematicae
An 0 (h2) Method for a Non-Smooth Boundary Value Problem P.G. CIARLET — 1969 Aequationes mathematicae
A New Class of Variational Problems Arising in the Modeling of Elastic Multi-Structures. P.G. Ciarlet — 1990 Numerische Mathematik
Discrete Variational Green's Function. II. One Dimensional Problem. P.G. CIARLET; R.S. VARGA Numerische Mathematik
Multipoint Taylor Formulas and Applications to the Finite Element Method. P.G. CIARLET; C. WAGSCHAL — 1971 Numerische Mathematik
Numerical Methods of High-Order Accuracy for Nonlinear Boundary Value Problems. IV. Periodic Boundary Conditions. P.G. CIARLET; R.S. VARGA; M.H. SCHULTZ — 1968 Numerische Mathematik
Numerical Methods of High-Order Accuracy for Nonlinear Boundary Value Problems. I. One Dimensional Problem. P.G. CIARLET; R.S. VARGA; M.H. SCHULTZ Numerische Mathematik
Numerical Methods of High-Order Accuracy for Nonlinear Boundary Value Problems. V. Monotone Operator Theor. P.G. CIARLET; R.S. VARGA; M.H. SCHULTZ — 1969 Numerische Mathematik
Numerical Methods of High-Order Accuracy for Singular Nonlinear Boundary Value Problems. P.G. CIARLET; R.S. VARGA; F. NATTERER — 1970 Numerische Mathematik
Numerical Methods of High-Order Accuracy for Nonlinear Boundary Value Problems. II. Nonlinear Boundary Conditions. P.G. CIARLET; R.S. VARGA; M.H. SCHULTZ — 1968 Numerische Mathematik
Numerical Methods of High-Order Accuracy for Nonlinear Boundary Value Problems. III. Eigenvalue Problems. P.G. CIARLET; R.S. VARGA; M.H. SCHULTZ — 1968 Numerische Mathematik