- Max
Ernst Wichura (27
January 1817 in
Neisse –
February 1866 in Berlin) was a
German lawyer and botanist. A
lawyer by vocation, he
studied jurisprudence...
-
Thorough composite rational and
polynomial approximations have been
given by
Wichura and Acklam. Non-composite
rational approximations have been
developed by...
-
Gruppe Souchez,
under VIII
Reserve Corps General of the
Infantry Georg Karl
Wichura, was
involved in the
frontline defence along the
northernmost portion of...
-
approximate methods are
described in Hart (1968) and in the erf article.
Wichura gives a fast
algorithm for
computing this
function to 16
decimal places...
-
Details for
computing the
inverse error function can be
found at [1].
Wichura gives a fast
algorithm for
computing the
probit function to 16 decimal...
-
Linear Models (Fifth ed.). New York: Springer. ISBN 978-3-030-32096-6.
Wichura,
Michael J. (2006). The coordinate-free
approach to
linear models. Cambridge...
-
Edition (5th ed.). Needham, MA:
Allyn & Bacon, Inc. ISBN 978-0-205-45938-4.
Wichura,
Michael J. (2006). The coordinate-free
approach to
linear models. Cambridge...
- 1016/j.palaeo.2020.109907. S2CID 224891646.
Retrieved 30
November 2022.
Wichura, Henry; Bousquet, Romain; Oberhänsli, Roland; Strecker,
Manfred R.; Trauth...
- can grow to 6 m (20 ft). It is
named after the
German botanist Max
Ernst Wichura (1817–1866), with the
suffix -iana.
While it is
valued as a
garden plant...
- College. pp. 296–304. ISBN 978-1-938168-20-8.
Casella &
Berger 2001, p. 626
Wichura,
Michael J. (January 11, 2001). "****ulants" (PDF). Stat 304 Handouts. University...
