"a Euler graph" or "an Euler graph"? - Mathematics Stack Exchange
Jul 4, 2023 · 12 I'd use "an Euler graph". This is because the pronunciation of "Euler" begins with a vowel sound ("oi"), so "an" is preferred. Besides, Wikipedia and most other articles uses "an" …
soft question - Euler Vs. Diderot - Mathematics Stack Exchange
Jan 4, 2015 · The genius of Euler's "claim" lies in its facile stupidity, such that even the mathematically naive Diderot would immediately recognize it as garbage. Diderot would have …
Euler characteristic of torus - Mathematics Stack Exchange
Jun 1, 2021 · 5 We know that the euler characteristic of the torus is $0$. Let´s say I have a torus which has a quadratic hole. As far as I understood the shape of the hole doesn't make any …
Can Euler's identity be extended to quaternions?
4 Regarding the second question, the revised form of Euler's identity using $\tau$ conveys strictly less information than the original identity, and still suffers from an unnatural choice of square …
Extrinsic and intrinsic Euler angles to rotation matrix and back
Extrinsic and intrinsic Euler angles to rotation matrix and back Ask Question Asked 10 years, 5 months ago Modified 9 years, 4 months ago
Where to find English translations of Euler's collected works?
Jun 15, 2020 · I will highly appreciate if someone can provide me the link to the book or link to the paper where I can find the following papers $(90-94)$ with English translation. Any help would …
The interconnection between Hyperbolic functions and Euler's …
Jul 16, 2018 · 0 There is one difference that arises in solving Euler's identity for standard trigonometric functions and hyperbolic trigonometric functions. The difference is that the …
rotations - Computing Euler angles between two 3D points from …
Computing Euler angles between two 3D points from Cartesian coordinates Ask Question Asked 3 years, 6 months ago Modified 3 years, 6 months ago
All possible interpretations of a rotation matrix in euler angles
Jun 11, 2022 · Given a rotation matrix of an object in 3d space, i'd like to find all possible euler-angle interpretations (given a rotation order xyz, and a 'max rotation' ceiling).
How to prove Euler's formula: $e^{it}=\\cos t +i\\sin t$?
Aug 28, 2010 · One cannot "prove" euler's identity because the identity itself is the DEFINITION of the complex exponential. So really proving euler's identity amounts to showing that it is the …