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Questions of the kind "What's the name for a X that satisfies property Y?"
53
votes
Accepted
Whence “homomorphism” and “homomorphic”?
I found this footnote on page 195 of Fricke and Klein's Vorlesungen über die Theorie der automorphen Functionen (1897):
Translation:
The term "homomorphic" seems more appropriate than the previously …
1
vote
What does it mean when one says the inequality must be understood in the barrier sense, when...
Definition 1.2 in On the Distributional Hessian of the Distance Function explains the difference: an inequality can hold in distributional sense, in barrier sense, or in viscosity sense.
Given a Riem …
84
votes
Accepted
How did "normal" come to mean "perpendicular"?
normalis already meant right-angled in classical Latin; for example, angulus normalis appears in the first century text De institutione oratoria (volume XI, paragraph 3.141) by Marcus Fabius Quintilia …
3
votes
Expectation value of inverse covariance matrix when sampling from unit sphere
First note that the vector $x$ distributed uniformly on the $d$-dimensional hypersphere can be constructed from a vector $y$ with i.i.d. normal elements $y_1,y_2,\ldots y_d$, via
$$x=\left(\sum_{i=1}^ …
15
votes
Accepted
Is there a name for matrices of the form $a_{ij}=\frac{1}{a_{ji}}$?
The name of an $n\times n$ matrix with positive real elements satisfying $a_{ij}=1/a_{ji}$ for all $i,j\in\{1,2,\ldots n\}$ is reciprocal matrix.
A consistent reciprocal matrix has elements of the for …
7
votes
Who introduced the term hyperparameter?
In 1996 Irving Good himself recalls:
One of the related problems close to philosophy is the estimation of the probability of one category of a multinomial when the order of the cells is irrelevant. [ …
6
votes
Accepted
The name of the equianharmonic curve
The name refers to the concept of an anharmonic ratio, or cross-ratio. Four points $A,B,C,D$ are called equianharmonic if their cross-ratio is a cube root of 1. In that case the 6 cross-ratios obtaine …
3
votes
Accepted
The origin and use of the term "equianharmonic" (elliptic function)
An answer to remove this question from the "unanswered list": The term "equianharmonic" refers to "equal anharmonic ratio", as explained by Wiener in 1901, see this earlier MO post.
4
votes
Accepted
Origin of the term "connective constant"
Q: Is there some application where $\mu$ plays a role in some kind of "connectedness" which would excuse the name?
A: The application is to crystalline structure. The name originates from Hammersley, …
1
vote
Name of the "s" parameter in Ungar's theory of hyperbolic geometry
In the context of relativistic mechanics, the parameter $s$ is the speed of light, see for example The Intrinsic Beauty, Harmony and Interdisciplinarity in Einstein Velocity Addition Law:
Gyrogroups a …
8
votes
English name and references for a combinatorial puzzle from Japan
Tsuyoshi Uema refers to it as a "renkan" puzzle, and has written some code to solve small instances at http://prolog.web.fc2.com/src_017_renkan.html
3
votes
Accepted
Pronunciation: the Erdős–Rado partition notation
Community wiki because it is answered over at MSE.
source
2
votes
Accepted
Name for a Hopf algebra admitting no non-trivial 1-dimensional comodule
Q: Is there a name for a Hopf algebra that admits no one-dimensional comodule other than the trivial comodule?
A: Not in the literature, but if you would like to coin a specific name for such a Hopf a …
8
votes
Origin of the banana graph
These diagrams come by different names: "banana", "water melon", "basket ball". An early reference is M. Creutz - Feynman rules for lattice gauge theory, Rev. Mod. Phys. 50, 561–571 (1978). A more re …
55
votes
Who started the "-oid" suffix fashion in math?
The suffix "-oid" means the same as "quasi", so "resembling", "like". A groupoid is a quasi-group, like a group. There are hundreds of words in that category, covering many scientific disciplines.
In …