- Louhivaara, I. S.; Winkler, J., eds. (May 1983). Zum Werk
Leonhard Eulers: Vorträge des
Euler-Kolloquiums im Mai 1983 in
Berlin (PDF). Birkhäuser Verlag. doi:10...
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Euler's formula,
named after Leonhard Euler, is a
mathematical formula in
complex analysis that
establishes the
fundamental relationship between the trigonometric...
- In
mathematics and com****tional science, the
Euler method (also
called the
forward Euler method) is a first-order
numerical procedure for
solving ordinary...
-
sometimes called Euler's number,
after the
Swiss mathematician Leonhard Euler,
though this can
invite confusion with
Euler numbers, or with
Euler's constant,...
- The
Euler angles are
three angles introduced by
Leonhard Euler to
describe the
orientation of a
rigid body with
respect to a
fixed coordinate system. They...
- In
number theory,
Euler's totient function counts the
positive integers up to a
given integer n that are
relatively prime to n. It is
written using the...
- (11): 2624–2640. doi:10.1111/evo.14372. PMID 34606622. S2CID 238357410. "
Eulers Constant". num.math.uni-goettingen.de.
Retrieved 2024-10-19. Waldschmidt...
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Princeton University Press. pp. 88–89. ISBN 978-0-691-19640-4. J. A. Euler's math
genealogy L.
Euler's students L.
Euler's descendants The
Eulers v t e...
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algebraic topology and
polyhedral combinatorics, the
Euler characteristic (or
Euler number, or
Euler–Poincaré characteristic) is a
topological invariant...
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Leonhard Euler (1707–1783) made
several different conjectures which are all
called Euler's conjecture:
Euler's sum of
powers conjecture Euler's conjecture...
