- 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...
- determined. One of the
catacaustics of a
parabola is
still known as
Tschirnhausen cubic. In 1696,
Johann Bernoulli posed the
problem of the brachistochrone...
- In mathematics, a
Tschirnhaus transformation, also
known as
Tschirnhausen transformation, is a type of
mapping on
polynomials developed by Ehrenfried...
-
Semicubical parabola Serpentine curve Trident curve Trisectrix of
Maclaurin Tschirnhausen cubic Witch of
Agnesi Ampersand curve Bean
curve Bicorn Transformed...
-
tangent parallel to one of the
coordinate axes. For example, for the
Tschirnhausen cubic,
there are two
infinite arcs
having the
origin (0,0) as of endpoint...
-
Semicubical parabola Serpentine curve Trident curve Trisectrix of
Maclaurin Tschirnhausen cubic Witch of
Agnesi Ampersand curve Bean
curve Bicorn Bow
curve Bullet-nose...
-
Trisectrix of
Maclaurin Equilateral trefoil (a.k.a. Longchamps' Trisectrix)
Tschirnhausen cubic (a.k.a. Catalan's
trisectrix and L'Hôpital's cubic) Durer's folium...
-
Semicubical parabola Serpentine curve Trident curve Trisectrix of
Maclaurin Tschirnhausen cubic Witch of
Agnesi Quartic plane curves include Ampersand curve Bean...
- 1949: Die Brücke –
Therese Sander 1949: The Blue
Swords – Frau von
Tschirnhausen 1950: The Man Who
Wanted to Live
Twice –
Oberschwester Hilde 1950: The...
-
especially §20 and §21. ISBN 0-486-60971-5. Hazewinkel, M. (2001) [1994], "
Tschirnhausen transformation",
Encyclopedia of Mathematics, EMS
Press Weisstein, Eric...
