- In
numerical analysis, the
Bulirsch–Stoer
algorithm is a
method for the
numerical solution of
ordinary differential equations which combines three powerful...
-
Roland Zdeněk
Bulirsch (10
November 1932 – 21
September 2022) was a
German mathematician specialising in
numerical analysis. He
studied and
taught at the...
-
Atkinson 1989, p. 343
Butcher 2003, p. 60
Atkinson 1989, p. 342
Stoer &
Bulirsch 2002, p. 474
Atkinson 1989, p. 344
Butcher 2003, p. 49
Atkinson 1989, p...
- (Gauss–Hermite quadrature). It can be
shown (see
Press et al., or
Stoer and
Bulirsch) that the
quadrature nodes xi are the
roots of a
polynomial belonging to...
-
Extrapolation and the
Bulirsch-Stoer algorithm.
Physical Review E, 65(6), 066116. Kirpekar, S. (2003).
Implementation of the
Bulirsch Stoer extrapolation...
- to the
genus Setodyschirius:
Setodyschirius jabiru Bulirsch, 2011
Setodyschirius kangaroo Bulirsch, 2011
Setodyschirius macleayi (Sloane, 1896) Setodyschirius...
-
Alpiodytes Jeannel, 1957
Asioreicheia Bulirsch & Magrini, 2014
Catalanodytes Sciaky, 1989
Dalmatoreicheia Magrini &
Bulirsch, 2005 Dimorp****icheia Magrini;...
-
Brachypelus ambondrombe Bulirsch,
Janak & Moravec, 2005
Brachypelus basilewskyi Bulirsch,
Janak & Moravec, 2005
Brachypelus betsileo Bulirsch,
Janak & Moravec...
- Nørsett &
Wanner (1993, p. 134), Kaw & Kalu (2008, §8.4) and
Stoer &
Bulirsch (2002, p. 476)
leave out the
factor h in the
definition of the stages....
- Wolfram 2003, Ch. 3.7 Press,
Flannery &
Teukolsky et al. 1992
Stoer &
Bulirsch 2002, Section 4.1 Horn & Johnson 1985, Theorem 2.5.4 Horn & Johnson 1985...
