-
earlier date. Von
Tschirnhaus was born in
Kieslingswalde (now Sławnikowice in
western Poland) and died in Dresden, Saxony. Von
Tschirnhaus attended the Gymnasium...
- In
Tschirnhaus' 1683 paper, he
solved the
equation f ( x ) = x 3 − p x 2 + q x − r = 0 {\displaystyle f(x)=x^{3}-px^{2}+qx-r=0}
using the
Tschirnhaus transformation...
-
mentioned Tschirnhaus key and the new
polynome resulting from the
mentioned transformation can be constructed. In this way the
Tschirnhaus transformation...
- In
algebraic geometry, the
Tschirnhausen cubic, or
Tschirnhaus'
cubic is a
plane curve defined, in its left-opening form, by the
polar equation r = a...
- most
famous curves of this
class are
those of
Dinostratus and E. W.
Tschirnhaus,
which are both
related to the circle. The
quadratrix of Dinostratus...
- here.
Biography of
Ehrenfried Walther von
Tschirnhaus Archived 2013-11-28 at the
Wayback Machine Tschirnhaus Society, 9
February 2006.
Retrieved 28 November...
- by
Ehrenfried Walther von
Tschirnhaus.
After his
death that October,
Johann Friedrich Böttger
continued von
Tschirnhaus's work and
brought this type...
-
scientist Ehrenfried Walther von
Tschirnhaus to
oversee the
young goldmaker. At
first Böttger had no
interest in von
Tschirnhaus' own experiments, but with...
- of Saxony, the
search concluded in 1708 when
Ehrenfried Walther von
Tschirnhaus produced a hard, white,
translucent type of
porcelain specimen with a...
-
transformations of
Tschirnhaus,
Bring and Jerrard," ACM
SIGSAM Bulletin, Vol. 37, No. 3,
September 2003, pp. 90–94.
Ehrenfried Walter von
Tschirnhaus, "A method...
