6 votes

Origin of exact and closed differential expressions

From Bottazzini U., Gray J., Hidden Harmony-Geometric Fantasies. The rise of Complex Functions, Springer, 2013 (from which it seems that the terms 'exact' and 'complete' for differentials were used ...
BakerStreet's user avatar
5 votes

Reference request: What were the problems of accepting zero, negative numbers, and complex numbers? And how were they solved?

The problem with accepting complex numbers, when your only experience with "numbers" is the real number line, is lacking a visualization of them. No ordinary (i.e., real) number can square ...
KCd's user avatar
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5 votes
Accepted

Reference request: What were the problems of accepting zero, negative numbers, and complex numbers? And how were they solved?

What you write suggests that you still have difficulty with complex numbers. I would suggest that you overcome such difficulties before you proceed to the next step such as delving deeply into real ...
Mikhail Katz's user avatar
  • 4,952
5 votes
Accepted

Did anyone apply for a patent based on sphere packing?

Thanks to a pointer from terry-s to search in https://worldwide.espacenet.com/ I have now found the patent. Leslie Connock Jesty applied on 21 August 1968 for a patent: Application number 24073/68 at ...
mdewey's user avatar
  • 547
4 votes
Accepted

Was "potency set" used for power set?

The paper Rieger, L. "On the consistency of the generalized continuum hypothesis." Rozprawy Mat. 31 (1963) described in MR0146091, which can be downloaded from http://pldml.icm.edu.pl/pldml/...
kimchi lover's user avatar
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4 votes

Where does the term elasticity (of a function) come from?

The term elasticity in economics is almost surely linked to the concept of elasticity in physics. While the introduction of the term elasticity in economics is attributed to Marshall, as far as I ...
BakerStreet's user avatar
4 votes

Origin of exact and closed differential expressions

From Mathwords Exact differential is found in 1824 in First Principles of the Differential and Integral Calculus, or the Doctrine of Fluxions, Intended as an Introduction to the Physico-Mathematical ...
Gerald Edgar's user avatar
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2 votes
Accepted

Seeking Comprehensive References on the History of Scientific Notation

First (mathematical) use of the term cited by the OED: F.L. Griffin, An experiment in correlating freshman mathematics, MAA Monthly (1915), p. 328. Griffin later published a book, Introduction to ...
Michael E2's user avatar
  • 1,791
2 votes

Seeking Comprehensive References on the History of Scientific Notation

Vieta (Viète) is the original creator of algebraic notation. Fermat in particular benefited from Vieta's innovations and always adhered to his formalism. Descartes developed a system of notation ...
Mikhail Katz's user avatar
  • 4,952
2 votes

Examples of mathematicians who applied to patent their work

Sergeyev patented infinity. N.B. Just to avoid any misunderstanding: my views concerning this are summarized here.
Mikhail Katz's user avatar
  • 4,952
2 votes

Examples of mathematicians who applied to patent their work

Leslie Connock Jesty obtained a patent for a method of information transmission relying on hypersphere packing. There are further details about him in my question and answer Did anyone apply for a ...
mdewey's user avatar
  • 547
1 vote

Where does the term elasticity (of a function) come from?

The answer by user103496 gives the history. But they write But it seems that Marshall somehow thought of "stretching" and so used the word elasticity instead. His enormous influence is such ...
Alecos Papadopoulos's user avatar
1 vote

Examples of mathematicians who applied to patent their work

Upon obtaining his PhD, Hugh Everett turned his back on physics and became a game theorist working for the Weapons Systems Evaluation Group at the Pentagon. While his thesis was being evaluated by ...
nwr's user avatar
  • 6,679

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