- Gauss's
Theorema Egregium (Latin for "Remarkable Theorem") is a
major result of
differential geometry,
proved by Carl
Friedrich Gauss in 1827, that concerns...
-
content of the
Theorema egregium.
Gaussian curvature is
named after Carl
Friedrich Gauss, who
published the
Theorema egregium in 1827. At any
point on...
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world map
changes Mappa mundi Maps of the
world Rhumbline network Theorema Egregium Time zone Large-Scale
Distortions in Map
Projections Archived 16 February...
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Eodorcadion egregium is a
species of
beetle in the
family Cerambycidae. It was
described by
Reitter in 1897. It is
known from Mongolia. BioLib.cz - Eodorcadion...
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Calliotectum egregium is a
species of sea snail, a
marine gastropod mollusk in the
family Volutidae, the volutes. Bouchet, P.; Poppe, G. T. (1995). A review...
-
Cerambycidae Genus:
Dorcadion Species: D. escherichi
Binomial name
Dorcadion escherichi Ganglbauer, 1897
Synonyms Dorcadion egregium Ganglbauer, 1897...
- One of the
oldest such
discoveries is Carl
Friedrich Gauss'
Theorema Egregium ("remarkable theorem") that ****erts
roughly that the
Gaussian curvature...
-
located in the
ambient Euclidean space. The
crowning result, the
Theorema Egregium of Gauss,
established that the
Gaussian curvature is an
intrinsic invariant...
-
Gaussian curvature at each
point equal to 1/r2. As per Gauss's
Theorema Egregium, this
curvature is
independent of the sphere's
embedding in 3-dimensional...
- Earth's
surface onto a flat plane, a
consequence of the
later Theorema Egregium of Gauss. The
first systematic or
rigorous treatment of
geometry using...
