-
abbreviation of the
Latin complementi sinus 'sine of the
complementary angle' as
cosinus in
Edmund Gunter's
Canon triangulorum (1620),
which also
includes a similar...
- Riccati.
Riccati used Sc. and Cc. (sinus/
cosinus circulare) to
refer to
circular functions and Sh. and Ch. (sinus/
cosinus hyperbolico) to
refer to hyperbolic...
-
abbreviated vercosin, vercos, or vcs. The
coversed sine or
coversine (in Latin,
cosinus versus or coversinus),
abbreviated coversin, covers, cosiv, or cvs The...
-
found in
Edmund Gunter's
Canon triangulorum (1620),
which defines the
cosinus as an
abbreviation of the
sinus complementi (sine of the complementary...
-
their full
Latin names, ¶ arsinh area
sinus hyperbolicus ¶ arcosh area
cosinus hyperbolicus, etc. Zeidler, Eberhard; Hackbusch, Wolfgang; Schwarz, Hans...
- "
COSINUS –
Official website of the
COSINUS experiment".
Retrieved 2024-10-04. "Collaboration –
COSINUS".
Retrieved 2024-10-04. Paris, Mattia. "
Cosinus"...
- m)=\sin \operatorname {am} (u,m)} and the
elliptic cosine cn u (Latin:
cosinus amplitudinis) is
given by cn ( u , m ) = cos am ( u , m ) {\displaystyle...
- prize-winning
mathematical essay (De
cosinuum et
sinuum potestatibus secundum cosinus et
sinus arcuum multiplicium evolvendis),
which was
published a year later...
- In mathematics, the
inverse trigonometric functions (occasionally also
called antitrigonometric, cyclometric, or
arcus functions) are the
inverse functions...
- In mathematics, the
lemniscate elliptic functions are
elliptic functions related to the arc
length of the
lemniscate of Bernoulli. They were
first studied...
