http:^^www.cs.wisc.edu^~deboor^ftpreadme.html

This data set contains WWW-pages collected from computer science departments of various universities

<TT>leastsol.ps.Z</TT> :=<BR>
The least solution for the polynomial interpolation problem;<BR>
Carl de Boor, Amos Ron<BR>
has appeared in Math.Zeitschrift; 210; 1992; 347--378;<BR>

<P>
<DD><!WA186><!WA186><!WA186><!WA186><A href="ftp://ftp.cs.wisc.edu/Approx/compleast.ps"><!WA187><!WA187><!WA187><!WA187><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>compleast.ps</TT>,   <!WA188><!WA188><!WA188><!WA188><A href="ftp://ftp.cs.wisc.edu/Approx/compleast.ps.Z"><!WA189><!WA189><!WA189><!WA189><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>compleast.ps.Z</TT> :=<BR>
Computational aspects of polynomial interpolation in several variables<BR>
Carl de Boor, Amos Ron<BR>
has appeared in Math.Comp.; 58; 1992; 705--727;<BR>

<P>
<DD><!WA190><!WA190><!WA190><!WA190><A href="ftp://ftp.cs.wisc.edu/Approx/polintconte.ps"><!WA191><!WA191><!WA191><!WA191><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>polintconte.ps</TT>,   <!WA192><!WA192><!WA192><!WA192><A href="ftp://ftp.cs.wisc.edu/Approx/polintconte.ps.Z"><!WA193><!WA193><!WA193><!WA193><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>polintconte.ps.Z</TT> :=<BR>
Polynomial interpolation in several variables<BR>
Carl de Boor<BR>
March 1990<BR>
has appeared in <BR>
(Studies in Computer Science {(in Honor of Samuel D. Conte)}),<BR>
R. DeMillo and J. R. Rice (eds.), Plenum Press (New York); 1994; 87--119;<BR>

<P>
<DD><!WA194><!WA194><!WA194><!WA194><A href="ftp://ftp.cs.wisc.edu/Approx/polideal.ps"><!WA195><!WA195><!WA195><!WA195><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>polideal.ps</TT>,   <!WA196><!WA196><!WA196><!WA196><A href="ftp://ftp.cs.wisc.edu/Approx/polideal.ps.Z"><!WA197><!WA197><!WA197><!WA197><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>polideal.ps.Z</TT> :=<BR>
Polynomial ideals and multivariate splines;<BR>
Carl de Boor, Amos Ron<BR>
has appeared in <BR>
(Multivariate Approximation Theory IV, ISNM 90),<BR>
C. Chui, W. Schempp, and K. Zeller (eds.),<BR>
Birk\-h\"auser Verlag (Basel); 1989; 31--40;<BR>

<P>
<DD><!WA198><!WA198><!WA198><!WA198><A href="ftp://ftp.cs.wisc.edu/Approx/multiint.ps"><!WA199><!WA199><!WA199><!WA199><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>multiint.ps</TT>,   <!WA200><!WA200><!WA200><!WA200><A href="ftp://ftp.cs.wisc.edu/Approx/multiint.ps.Z"><!WA201><!WA201><!WA201><!WA201><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>multiint.ps.Z</TT> :=<BR>
On multivariate polynomial interpolation;<BR>
Carl de Boor, Amos Ron<BR>
has appeared in Constr. Approx.; 6; 1990; 287--302;<BR>

<P>
<DD><!WA202><!WA202><!WA202><!WA202><A href="ftp://ftp.cs.wisc.edu/Approx/bsplbasic.ps"><!WA203><!WA203><!WA203><!WA203><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>bsplbasic.ps</TT>,   <!WA204><!WA204><!WA204><!WA204><A href="ftp://ftp.cs.wisc.edu/Approx/bsplbasic.ps.Z"><!WA205><!WA205><!WA205><!WA205><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>bsplbasic.ps.Z</TT> :=<BR>
B-spline basics<BR>
Carl de Boor<BR>
(MRC 2952, 1986)<BR>
in (Fundamental Developments of Computer-Aided Geometric Modeling),<BR>
Les Piegl (ed.), Academic Press (London) 1993; 27--49;<BR>
% Corrected (in Section 12) on 04 mar 96. <BR>
% Scaling of figures adjusted and misprints corrected on 03 jun 96<BR>
% A misprint corrected (and adjusted to current tex-macros) on 06 jun 96<BR>

<P>
<DD><!WA206><!WA206><!WA206><!WA206><A href="ftp://ftp.cs.wisc.edu/Approx/quasi.ps"><!WA207><!WA207><!WA207><!WA207><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>quasi.ps</TT>,   <!WA208><!WA208><!WA208><!WA208><A href="ftp://ftp.cs.wisc.edu/Approx/quasi.ps.Z"><!WA209><!WA209><!WA209><!WA209><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>quasi.ps.Z</TT> :=<BR>
The exponentials in the span of the multiinteger <BR>
translates of a compactly supported function: <BR>
quasiinterpolation and approximation order<BR>
1989<BR>
Carl de Boor and Amos Ron<BR>
has appeared in<BR>
J. London Math. Soc. (2); 45; 1992; 519--535;<BR>


<P>
<DD><!WA210><!WA210><!WA210><!WA210><A href="ftp://ftp.cs.wisc.edu/Approx/BBform.ps"><!WA211><!WA211><!WA211><!WA211><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>BBform.ps</TT>,   <!WA212><!WA212><!WA212><!WA212><A href="ftp://ftp.cs.wisc.edu/Approx/BBform.ps.Z"><!WA213><!WA213><!WA213><!WA213><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>BBform.ps.Z</TT> :=<BR>
$B$--form basics;<BR>
Carl de Boor<BR>
in (Geometric Modeling: Algorithms and New Trends),<BR>
G. E.  Farin (ed.),<BR>
SIAM Publications (Philadelphia); 1987; 131--148;<BR>

<P>
<DD><!WA214><!WA214><!WA214><!WA214><A href="ftp://ftp.cs.wisc.edu/Approx/notaknot.ps"><!WA215><!WA215><!WA215><!WA215><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>notaknot.ps</TT>,   <!WA216><!WA216><!WA216><!WA216><A href="ftp://ftp.cs.wisc.edu/Approx/notaknot.ps.Z"><!WA217><!WA217><!WA217><!WA217><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>notaknot.ps.Z</TT> :=<BR>
Convergence of cubic spline interpolation with the not-a-knot condition<BR>
Carl de Boor<BR>
MRC TSR 2876, October 1985<BR>

<P>
<DD><!WA218><!WA218><!WA218><!WA218><A href="ftp://ftp.cs.wisc.edu/Approx/contrapp.ps"><!WA219><!WA219><!WA219><!WA219><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>contrapp.ps</TT>,   <!WA220><!WA220><!WA220><!WA220><A href="ftp://ftp.cs.wisc.edu/Approx/contrapp.ps.Z"><!WA221><!WA221><!WA221><!WA221><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>contrapp.ps.Z</TT> :=<BR>
Controlled approximation and a characterization of the local<BR>
approximation order;<BR>
Carl de Boor and R.-Q. Jia<BR>
has appeared in Proc.\ AMS; 95(4); 1985; 547--553;<BR>

<P>
<DD><!WA222><!WA222><!WA222><!WA222><A href="ftp://ftp.cs.wisc.edu/Approx/agee.ps"><!WA223><!WA223><!WA223><!WA223><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>agee.ps</TT>,   <!WA224><!WA224><!WA224><!WA224><A href="ftp://ftp.cs.wisc.edu/Approx/agee.ps.Z"><!WA225><!WA225><!WA225><!WA225><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>agee.ps.Z</TT> :=<BR>
How does Agee's smoothing method work?<BR>
Carl de Boor<BR>
has appeared in <BR>
(Proceedings of the 1979 Army Numerical Analysis and Computers Conference),<BR>
xxx (ed.), ARO Rept.\ 79-3, Army Research Office (Triangle Park NC); 1979;<BR>
299--302;<BR>

<P>
<DD><!WA226><!WA226><!WA226><!WA226><A href="ftp://ftp.cs.wisc.edu/Approx/survey76.ps"><!WA227><!WA227><!WA227><!WA227><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>survey76.ps</TT>,   <!WA228><!WA228><!WA228><!WA228><A href="ftp://ftp.cs.wisc.edu/Approx/survey76.ps.Z"><!WA229><!WA229><!WA229><!WA229><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>survey76.ps.Z</TT> := <BR>
Splines as linear combinations of B-splines.  A Survey<BR>
(corrected version (with updated references))<BR>
Carl de Boor<BR>
has appeared in \TexasII; 1--47;<BR>

<P>
<DD><!WA230><!WA230><!WA230><!WA230><A href="ftp://ftp.cs.wisc.edu/Approx/loclinfl.ps"><!WA231><!WA231><!WA231><!WA231><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>loclinfl.ps</TT>,   <!WA232><!WA232><!WA232><!WA232><A href="ftp://ftp.cs.wisc.edu/Approx/loclinfl.ps.Z"><!WA233><!WA233><!WA233><!WA233><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>loclinfl.ps.Z</TT> :=<BR>
On local linear functionals which vanish at all $B$-splines but one;<BR>
Carl de Boor<BR>
has appeared in (Theory of Approximation with Applications),<BR>
A. G. Law and N. B. Sahney (eds.),<BR>
Academic Press (New York); 1976; 120--145;<BR>

<P>
<DD><!WA234><!WA234><!WA234><!WA234><A href="ftp://ftp.cs.wisc.edu/Approx/quasiint.ps"><!WA235><!WA235><!WA235><!WA235><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>quasiint.ps</TT>,   <!WA236><!WA236><!WA236><!WA236><A href="ftp://ftp.cs.wisc.edu/Approx/quasiint.ps.Z"><!WA237><!WA237><!WA237><!WA237><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>quasiint.ps.Z</TT> :=<BR>
The quasi-interpolant as a tool in elementary polynomial spline theory;<BR>
Carl de Boor, 1973<BR>
has appeared in \TexasI; 269--276;<BR>

<P>
<DD><!WA238><!WA238><!WA238><!WA238><A href="ftp://ftp.cs.wisc.edu/Approx/tr21.ps"><!WA239><!WA239><!WA239><!WA239><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>tr21.ps</TT>,   <!WA240><!WA240><!WA240><!WA240><A href="ftp://ftp.cs.wisc.edu/Approx/tr21.ps.Z"><!WA241><!WA241><!WA241><!WA241><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>tr21.ps.Z</TT> :=<BR>
Least Squares Cubic Spline Approximation II -- Variable Knots<BR>
Carl de Boor, John R. Rice<BR>
April 1968  CSD TR 21<BR>

<P>
<DD><!WA242><!WA242><!WA242><!WA242><A href="ftp://ftp.cs.wisc.edu/Approx/tr20.ps"><!WA243><!WA243><!WA243><!WA243><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>tr20.ps</TT>,   <!WA244><!WA244><!WA244><!WA244><A href="ftp://ftp.cs.wisc.edu/Approx/tr20.ps.Z"><!WA245><!WA245><!WA245><!WA245><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>tr20.ps.Z</TT> :=<BR>
Least Squares Cubic Spline Approximation I -- Fixed Knots<BR>
Carl de Boor, John R. Rice<BR>
April 1968  CSD TR 20<BR>

<P>
<DD><!WA246><!WA246><!WA246><!WA246><A href="ftp://ftp.cs.wisc.edu/Approx/deboorphd.ps"><!WA247><!WA247><!WA247><!WA247><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>deboorphd.ps</TT>,   <!WA248><!WA248><!WA248><!WA248><A href="ftp://ftp.cs.wisc.edu/Approx/deboorphd.ps.Z"><!WA249><!WA249><!WA249><!WA249><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>deboorphd.ps.Z</TT> :=<BR>
The method of projections as applied to the numerical solution of two point<BR>
boundary value problems using cubic splines<BR>
(corrected version (with updated references))<BR>
Carl de Boor Ph.D. thesis, Univ.\ Michigan<BR>
August 1966<BR>


<P>
<DD><!WA250><!WA250><!WA250><!WA250><A href="ftp://ftp.cs.wisc.edu/Approx/viva_vi.ps"><!WA251><!WA251><!WA251><!WA251><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>viva_vi.ps</TT>,   <!WA252><!WA252><!WA252><!WA252><A href="ftp://ftp.cs.wisc.edu/Approx/viva_vi.ps.Z"><!WA253><!WA253><!WA253><!WA253><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>viva_vi.ps.Z</TT> :=<BR>
Viva vi!, (a brief introduction to vi)<BR>
Carl de Boor<BR>
version: aug 96<BR>

<P>
<DD><!WA254><!WA254><!WA254><!WA254><A href="ftp://ftp.cs.wisc.edu/Approx/format.tex"><!WA255><!WA255><!WA255><!WA255><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>format.tex</TT>,   <!WA256><!WA256><!WA256><!WA256><A href="ftp://ftp.cs.wisc.edu/Approx/format.tex.Z"><!WA257><!WA257><!WA257><!WA257><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>format.tex.Z</TT> :=<BR>
A file of plain TeX macros useful for writing papers and books in plain TeX<BR>
(including automatic sequencing of formal items and items in the<BR>
bibliography, and the exact placement of items).<BR>
Carl de Boor<BR>
version: 15 apr 96<BR>

<P>
<DD><!WA258><!WA258><!WA258><!WA258><A href="ftp://ftp.cs.wisc.edu/Approx/verbatim.tex"><!WA259><!WA259><!WA259><!WA259><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>verbatim.tex</TT>,   <!WA260><!WA260><!WA260><!WA260><A href="ftp://ftp.cs.wisc.edu/Approx/verbatim.tex.Z"><!WA261><!WA261><!WA261><!WA261><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>verbatim.tex.Z</TT> :=<BR>
A file of plain TeX macros useful for handling the typesetting of programs<BR>
and program-related material in plain TeX.<BR>
Carl de Boor<BR>
version: 22 se 94<BR>

<P>
<DD><!WA262><!WA262><!WA262><!WA262><A href="ftp://ftp.cs.wisc.edu/Approx/journal.tex"><!WA263><!WA263><!WA263><!WA263><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>journal.tex</TT>,   <!WA264><!WA264><!WA264><!WA264><A href="ftp://ftp.cs.wisc.edu/Approx/journal.tex.Z"><!WA265><!WA265><!WA265><!WA265><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>journal.tex.Z</TT> :=<BR>
TeX macros of use with the spline bibliography.<BR>
Carl de Boor<BR>
version: 15 apr 96<BR>

<P>
<DD><!WA266><!WA266><!WA266><!WA266><A href="ftp://ftp.cs.wisc.edu/Approx/proceed.tex"><!WA267><!WA267><!WA267><!WA267><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>proceed.tex</TT>,   <!WA268><!WA268><!WA268><!WA268><A href="ftp://ftp.cs.wisc.edu/Approx/proceed.tex.Z"><!WA269><!WA269><!WA269><!WA269><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>proceed.tex.Z</TT> :=<BR>
TeX macros of use with the spline bibliography.<BR>
Carl de Boor<BR>
version: 19 apr 96<BR>

<P>
<DD><!WA270><!WA270><!WA270><!WA270><A href="ftp://ftp.cs.wisc.edu/Approx/refmac.tex"><!WA271><!WA271><!WA271><!WA271><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>refmac.tex</TT>,   <!WA272><!WA272><!WA272><!WA272><A href="ftp://ftp.cs.wisc.edu/Approx/refmac.tex.Z"><!WA273><!WA273><!WA273><!WA273><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>refmac.tex.Z</TT> :=<BR>
TeX macros of use with the spline bibliography.<BR>
Carl de Boor<BR>

<P>
<DD><!WA274><!WA274><!WA274><!WA274><A href="ftp://ftp.cs.wisc.edu/Approx/message.mm"><!WA275><!WA275><!WA275><!WA275><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>message.mm</TT>,   <!WA276><!WA276><!WA276><!WA276><A href="ftp://ftp.cs.wisc.edu/Approx/message.mm.Z"><!WA277><!WA277><!WA277><!WA277><img alg="o" src="http://www.cs.wisc.edu/~deboor/redball.gif"></A>
<TT>message.mm.Z</TT> :=<BR>
a self-unwrapping wrapper containing files for simplifying the safe mailing of<BR>
files via email.<BR>
Carl de Boor<BR>
version: mar 96<BR>