- In
differential geometry, the Frenet–
Serret formulas describe the
kinematic properties of a
particle moving along a
differentiable curve in three-dimensional...
-
Serret is a surname.
Notable people with the
surname include:
Dulce María
Serret (1898–1989),
Cuban pianist and
music teacher Joseph Alfred Serret (1819–1885)...
-
Byrsonima cr****ifolia is a
species of
flowering plant in the
family Malpighiaceae,
native to
tropical America.
Common names used in
English include nance...
-
Virginia Serret (1914-1958) was a
Mexican film actress. She
appeared in
around thirty films during the
Golden age of
Mexican cinema.
Serret was married...
- Joseph-Alfred
Serret (French: [sɛʁɛ];
August 30, 1819 –
March 2, 1885) was a
French mathematician who was born in Paris, France, and died in Versailles...
-
Patrick Serret (born 2
August 1960) is an
Australian former professional tennis player. Born in Nice, France,
Serret moved to
Australia at a
young age...
-
Meritxell Serret Aleu (born 19 June 1975) is a
Catalan politician, who
served as
Minister of
Foreign Action and
European Union of
Catalonia and Minister...
- In
terms of arc-length
parametrization is
essentially the
first Frenet–
Serret formula T ′ ( s ) = κ ( s ) N ( s ) , {\displaystyle \mathbf {T} '(s)=\kappa...
-
Aaron Rouge-
Serret (born
January 1988) is an
Australian former athlete who
competed as a sprinter.
Raised in Melbourne, Rouge-
Serret is the son of a Mauritian-born...
-
Euclidean transformations are
eliminated to
obtain a
unique curve γ. The Frenet–
Serret formulas are a set of
ordinary differential equations of
first order. The...
