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3 votes
1 answer
126 views

From where did the term "context-free" originate?

In Greibach's survey Formal Languages: Origins and Directions, she writes the following paragraph on page 19 about the term "context-free": The theory of context-free languages was being ...
user319109's user avatar
0 votes
0 answers
83 views

Which mathematical concepts do not have any obvious origin outside mathematics?

Some mathematical concepts, such as that of number and that of geometrical figure, presumably originate from pre-existing notions already used by at least some non-mathematicians. Others seem to have ...
Speakpigeon's user avatar
1 vote
1 answer
185 views

Was "potency set" used for power set?

Cross posted at Math Overflow For historical reasons, the English term "power set" in set theory is a translation of the German "Potenzmenge", which is still in use in German ...
Frode Alfson Bjørdal's user avatar
1 vote
1 answer
241 views

Who proclaimed separation of science from philosophy?

Historically (since 2500 years ago), philosophy - "love of wisdom" in Greek - encompassed all intellectual endeavors, and natural philosophy was seen as its part. However, these days the ...
sds's user avatar
  • 149
1 vote
1 answer
76 views

What is the earliest use of the $\perp\!\!\!\!\perp$ symbol in statistics to denote statistical independence?

The symbol $\perp\!\!\!\!\perp$ in statistics is a way to denote statistical independence of a collection of random variables. I have seen two forms of it. The first is highly suitable in writing ...
Galen's user avatar
  • 309
11 votes
2 answers
338 views

Who introduced the divisibility symbol $a\vert b$ ("$a$ divides $b$") and when?

I have just stumbled across this post and became curious about the same question, namely the part regarding the origin/history of the vertical bar symbol $a\vert b$ that we use to denote "a ...
BigbearZzz's user avatar
3 votes
1 answer
2k views

Why are complex numbers called 'complex'?

I'm a high school teacher, and I was just wondering why complex numbers are called 'complex'. I have read that Gauss coined the term. But I couldn't find any reference where it was explained. I also ...
Ann's user avatar
  • 33
4 votes
2 answers
185 views

Have orthogonal complex matrices appeared in the literature?

According to https://en.wikipedia.org/wiki/Orthogonal_matrix, https://en.wikipedia.org/wiki/Unitary_matrix, and Friedberg et al.'s Linear Algebra (4th edition), a matrix $A\in F^{n\times n}$ is ...
modnar's user avatar
  • 585
3 votes
0 answers
96 views

Where does the notion of "three crises of mathematics" come from? [duplicate]

Update: It can be traced back to Fraenkel-Bar-Hillel's Foundations of Set Theory, originally published in 1958. Further discussions can be seen at the linked question. The notion of "three crises ...
比尔盖子's user avatar
2 votes
1 answer
3k views

How did the early chemists determine the atomic weight of hydrogen?

In early history, the relative atomic weight of hydrogen was assigned as 1 (exactly) and all other elements were compared against hydrogen. What is difficult to find who determined the absolute atomic ...
ACR's user avatar
  • 4,184
1 vote
1 answer
65 views

First use of the term/name "curved exponential family"?

Question: What was the first recorded use of someone calling exponential families (in probability/statistics) for which the dimension of the natural parameter space is strictly less than the dimension ...
Chill2Macht's user avatar
3 votes
0 answers
383 views

Etymology of 'qubit'; is there any relation to cubits?

Whilst several not-very-authoritative sources e.g. Wikipedia state that the word qubit was derived, partially, as a play on the word cubit (obviously it also stands for 'quantum bit'), is there any ...
Toby Hawkins's user avatar
31 votes
1 answer
52k views

Who first defined the "equal-delta" or "delta over equal" ($\triangleq$) symbol?

The symbol $\triangleq$ is sometimes used in mathematics (and physics) for a definition. It is instantiated for instance in the Unicode Character 'DELTA EQUAL TO' (U+225C). The notation $t \triangleq ...
Laurent Duval's user avatar
5 votes
1 answer
194 views

Origins and history of branched covering

During my research on branched coverings of the projective plane, I am interested to know the origins and history of branched coverings of the projective plane and the projective line, together with ...
Thomas's user avatar
  • 51
5 votes
1 answer
3k views

What is the origin of the term "Ordinary Differential Equation"?

Who first used the term "Ordinary Differential Equation (ODE)"? Is it known why the word "ordinary" is used here? What makes an ODE "ordinary"?
Stephan Kulla's user avatar

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