524
Bibliographie
[Rut58]
Rutishauser H. (1958) Solution of Eigenvalue Problems with the
LR Transformation. Nat. Bur. Stand. Appl. Math. Ser. 49 : 47–
81.
[Saa90]
Saad Y. (1990) Sparskit : A basic tool kit for sparse matrix computations. Technical Report 90-20, Research Institute for Advanced Computer Science, NASA Ames Research Center, Moffet
Field, CA.
[Saa96]
Saad Y. (1996) Iterative Methods for Sparse Linear Systems.
PWS Publishing Company, Boston.
[Sch67]
Schoenberg I. (1967) On Spline functions. In Shisha O. (ed)
Inequalities, pages 255–291. Academic Press, New York.
[Sch81]
Schumaker L. (1981) Splines Functions : Basic Theory. Wiley,
New York.
[Sel84]
Selberherr S. (1984) Analysis and Simulation of Semiconductor
Devices. Springer-Verlag, Wien and New York.
[SG69]
Scharfetter D. and Gummel H. (1969) Large-signal analysis of a
silicon Read diode oscillator. IEEE Trans. on Electr. Dev. 16 :
64–77.
[Ske80]
Skeel R. (1980) Iterative Refinement Implies Numerical Stability
for Gaussian Elimination. Math. Comp. 35 : 817–832.
[SL89]
Su B. and Liu D. (1989) Computational Geometry : Curve and
Surface Modeling. Academic Press, New York.
[Sla63]
Slater J. (1963) Introduction to Chemical Physics. McGraw-Hill,
New York.
[SM03]
Suli E. and Mayers D. (2003) An Introduction to Numerical Analysis. Cambridge University Press, Cambridge.
[Smi85]
Smith G. (1985) Numerical Solution of Partial Differential Equations : Finite Difference Methods. Oxford University Press, Oxford.
[SR97]
Shampine L. F. and Reichelt M. W. (1997) The MATLAB ODE
Suite. SIAM J. Sci. Comput. 18 : 1–22.
[SS90]
Stewart G. and Sun J. (1990) Matrix Perturbation Theory. Academic Press, New York.
[Ste71]
Stetter H. (1971) Stability of discretization on infinite intervals.
In Morris J. (ed) Conf. on Applications of Numerical Analysis,
pages 207–222. Springer-Verlag, Berlin Heidelberg.
[Ste73]
Stewart G. (1973) Introduction to Matrix Computations. Academic Press, New York.
[Str69]
Strassen V. (1969) Gaussian Elimination is Not Optimal. Numer.
Math. 13 : 727–764.
Bibliographie
[Rut58]
Rutishauser H. (1958) Solution of Eigenvalue Problems with the
LR Transformation. Nat. Bur. Stand. Appl. Math. Ser. 49 : 47–
81.
[Saa90]
Saad Y. (1990) Sparskit : A basic tool kit for sparse matrix computations. Technical Report 90-20, Research Institute for Advanced Computer Science, NASA Ames Research Center, Moffet
Field, CA.
[Saa96]
Saad Y. (1996) Iterative Methods for Sparse Linear Systems.
PWS Publishing Company, Boston.
[Sch67]
Schoenberg I. (1967) On Spline functions. In Shisha O. (ed)
Inequalities, pages 255–291. Academic Press, New York.
[Sch81]
Schumaker L. (1981) Splines Functions : Basic Theory. Wiley,
New York.
[Sel84]
Selberherr S. (1984) Analysis and Simulation of Semiconductor
Devices. Springer-Verlag, Wien and New York.
[SG69]
Scharfetter D. and Gummel H. (1969) Large-signal analysis of a
silicon Read diode oscillator. IEEE Trans. on Electr. Dev. 16 :
64–77.
[Ske80]
Skeel R. (1980) Iterative Refinement Implies Numerical Stability
for Gaussian Elimination. Math. Comp. 35 : 817–832.
[SL89]
Su B. and Liu D. (1989) Computational Geometry : Curve and
Surface Modeling. Academic Press, New York.
[Sla63]
Slater J. (1963) Introduction to Chemical Physics. McGraw-Hill,
New York.
[SM03]
Suli E. and Mayers D. (2003) An Introduction to Numerical Analysis. Cambridge University Press, Cambridge.
[Smi85]
Smith G. (1985) Numerical Solution of Partial Differential Equations : Finite Difference Methods. Oxford University Press, Oxford.
[SR97]
Shampine L. F. and Reichelt M. W. (1997) The MATLAB ODE
Suite. SIAM J. Sci. Comput. 18 : 1–22.
[SS90]
Stewart G. and Sun J. (1990) Matrix Perturbation Theory. Academic Press, New York.
[Ste71]
Stetter H. (1971) Stability of discretization on infinite intervals.
In Morris J. (ed) Conf. on Applications of Numerical Analysis,
pages 207–222. Springer-Verlag, Berlin Heidelberg.
[Ste73]
Stewart G. (1973) Introduction to Matrix Computations. Academic Press, New York.
[Str69]
Strassen V. (1969) Gaussian Elimination is Not Optimal. Numer.
Math. 13 : 727–764.