| M21 |
Len
Bos and Jean-Paul Calvi, Taylorian points of an algebraic
curve
and bivariate Hermite interpolation, Annali
della Scuola Normale Superiore di Pisa, VII, 3 (serie 5), p.
545-577, 2008.. |
 |
| M20 |
Jean-Paul
Calvi and
Norman Levenberg, Uniform approximation by discrete least
squares polynomials, Journal of
Approximation Theory, 152 (1), p. 82-100, 2008.
[DOI] |
|
| M19 |
Len
Bos and Jean-Paul Calvi, Multipoint Taylor interpolation, Calcolo,
58 (1), p. 35-51, 2008. [DOI] |
|
| M18 |
Jean-Paul
Calvi
and Phung Van
Manh, A
determinantal proof of the product formula for the multivariate
transfinite diameter, Bulletin of the Polish
Academy of Sciences – Mathematics, Vol. 53, No 3,
p. 291-298, 2005. |
|
| M16-17 |
Dinh
Dung,
Jean-Paul Calvi and
Nguyen Tien Trung, Polynomial
projectors preserving homogeneous partial
differential equations, Journal of Approximation Theory,
volume
135 (number 2), p. 221-232, 2005. [DOI]
Announced
in : On the polynomial projectors
that preserve homogeneous partial differential equations, Vietnam
Journal of Mathematics, 32:1, p. 109-112, 2004. |
|
| M15 |
Jean-Paul
Calvi, Intertwining
unisolvent arrays
for multivariate Lagrange interpolation, Advances in
Computational
Mathematics, volume 23 (number 4), p. 393-414, 2005. [DOI] |
|
| M14 |
Jean-Paul Calvi
and Lars
Filipsson, The
polynomial projectors that preserve homogeneous differential relations
: a new
characterization of Kergin
interpolation, East Journal on Approximations,
volume 10
(number 4), p. 441-454, 2004. |
|
| M13 |
Len
Bos,
Jean-Paul Calvi and
Norman Levenberg,
On the Siciak Extremal function for real compact
convex sets, Arkiv
För Matematik, volume 39 (number 2), p. 245-262,
2001. [DOI] |
|
| M12 |
Thomas Bloom
and Jean-Paul Calvi, On
Multivariate Minimal
Polynomials, Mathematical Proceedings of the Cambridge
Philosophical Society, 129 (volume 3), p. 417-431, 2000. |
|
| M10-11 |
Thomas
Bloom and Jean-Paul Calvi, On the
Multivariate Transfinite
Diameter, Annales
Polonici Mathematici,
LXXXII.3, p.
285- 305, 1999.
Announced
in : Sur le diamètre transfini
en plusieurs
variables, Comptes Rendus de
l’Académie des Sciences de Paris,
t. 329, Série 1, p. 567-570, 1999.
[DOI] |
|
| M9 |
Thomas
Bloom et
Jean-Paul Calvi, The distribution of extremal
points for Kergin interpolation: real case, Annales de
l'Institut
Fourier, vol. 48, numéro
1, p.
205-222, 1998. [AIF
PDF] |
|
| M8 |
Len
Bos and
Jean-Paul Calvi, Kergin interpolants at the
roots of unity approximate C2
functions, Journal d'Analyse Mathématique
(Jérusalem),
vol. 72, p. 203-221, 1997. [DOI] |
|
| M7 |
Thomas
Bloom
and Jean-Paul Calvi, A Continuity
Property of
Multivariate Lagrange Interpolation, Mathematics of
Computation,
vol. 66, number 220, p. 1561-1577, 1997. [AMS
PDF] |
|
| M6 |
Thomas
Bloom
and Jean-Paul Calvi, Kergin
Interpolants of Holomorphic Functions, Constructive
Approximation,
vol. 13,
p. 569-583, 1997. [DOI] |
|
| M5 |
Jean-Paul
Calvi, A new look at
a Fekete-Szegö
theorem, in « Approximation
and Interpolation
(Approximation Theory VIII – vol. 1) »,
editors C.K. Chui and
L.L. Schumaker, p.
111-118, 1995,
World Scientific. |
|
| M4 |
Thomas
Bloom
and Jean-Paul Calvi, A Convergence
Problem for
Kergin Interpolation II, in « Approximation
and
Interpolation (Approximation Theory VIII – vol.
1) », editors, C.K. Chui and L.L.
Schumaker, p. 79-86,
1995, World Scientific. |
|
| M3 |
Jean-Paul
Calvi, A convergence
Problem for
Kergin Interpolation, Proceedings of the Edinburgh
Mathematical
Society, 37, 175-183, 1994. |
|
| M2 |
Jean-Paul
Calvi, Interpolation
in Fréchet Spaces
with an application to Complex Function Theory, Indagationes
Mathematicae, N.S., 4(1), 17-26, 1993. [DOI] |
|
| M1 |
Jean-Paul
Calvi, Polynomial
interpolation with
prescribed analytic functionals, Journal of Approximation
Theory,
75 (2), 136-156, 1993. [DOI] |
|
|
