Karl Menger
Biographic Data
| ID | 369720 |
|---|---|
| NAME | Karl Menger |
| GIVEN NAMES | Karl |
| FAMILY NAME | Menger |
| SIGNATURE | MENGER K |
| AFFILIATIONS | Illinois Institute of Technology |
| VERIFIED | No |
| TOTAL WORKS | 16 |
| TOTAL CITATIONS | 128 |
| AUTHOR COUNT | 16 |
| EDITOR COUNT | 0 |
| FIRST PUBLICATION YEAR | 1892 |
| LATEST PUBLICATION YEAR | 2013 |
| H-INDEX | 3 |
Selecta Mathematica II
Selected Papers in Logic and Foundations, Didactics, Economics
Selecta Mathematica: Volume 2
On Substitutive Algebra and its Syntax
On social groups and relations
Selected Papers in Logic and Foundations, Didactics, Economics
Journal Article Book Reviews Get access Selected Papers in Logic and Foundations, Didactics, Economics. By Karl Menger. [Vienna Circle Collection, 10.] (Dordrecht: Beidel. 1978. Pp. xi + 341. Price cloth Dfl. 110, paper Dfl. 55) Michael Hallett Michael Hallett Search for other works by this author on: Oxford Academic Google Scholar The Philosophical Quarterly, Volume 31, Issue 122, January 1981, Pages 92–94, https://doi.org/10.2307/2218692 Publis…
A Logic of the Doubtful on Optative and Imperative Logic
A counterpart of Occam's razor in pure and applied mathematics; semantic Uses
What is Length
One does not only talk about the length in inches of this sheet of paper but also about the length of this sheet , about length in inches and about length. A clarification of these and related concepts results from a combination of the theory of the length in a definite unit as a fluent , developed by one of the authors, with the other's concept of 2 -place fluents. The length ratio L is defined by pairing a number L (α, β ) to any two objects of…
A counterpart of Occam's razor in pure and applied mathematics ontological uses
On Variables in Mathematics and in Natural Science
An Exact Theory of Social Groups and Relations
The New Logic
The rapid development of physics, the result of observations made and ideas introduced within the last few decades, has brought about a change in the whole system of physical concepts. This fact is common knowledge, and has already attracted the attention of philosophers. It is less well known that geometry too has had its crises, and undergone a reconstruction. For centuries, so-called “geometrical intuition” was used as a method of proof. In ge…
Moral, Wille und Weltgestaltung: Grundlegung zur Logik der Sitten
Grundsatze der Volkswirtschaftslehre
On the Origin of Money
Publisher Summary This chapter discusses the origin of money. Money is used as a token in trade to reassure traders in such a sequence that they are not making an egregiously bad deal. This leads to an alternate line of investigation, recognition that a theory of a medium of exchange is inter alia a theory of the liquidity or saleability of commodities. In primitive traffic, the economic man is awaking but very gradually to an understanding of th…
On the Origin of Money
Publisher Summary This chapter discusses the origin of money. Money is used as a token in trade to reassure traders in such a sequence that they are not making an egregiously bad deal. This leads to an alternate line of investigation, recognition that a theory of a medium of exchange is inter alia a theory of the liquidity or saleability of commodities. In primitive traffic, the economic man is awaking but very gradually to an understanding of th…
Grundsatze der Volkswirtschaftslehre
An Exact Theory of Social Groups and Relations
A counterpart of Occam's razor in pure and applied mathematics ontological uses
On Variables in Mathematics and in Natural Science
On the Origin of Money
Publisher Summary This chapter discusses the origin of money. Money is used as a token in trade to reassure traders in such a sequence that they are not making an egregiously bad deal. This leads to an alternate line of investigation, recognition that a theory of a medium of exchange is inter alia a theory of the liquidity or saleability of commodities. In primitive traffic, the economic man is awaking but very gradually to an understanding of th…
Grundsatze der Volkswirtschaftslehre
Moral, Wille und Weltgestaltung: Grundlegung zur Logik der Sitten
The New Logic
The rapid development of physics, the result of observations made and ideas introduced within the last few decades, has brought about a change in the whole system of physical concepts. This fact is common knowledge, and has already attracted the attention of philosophers. It is less well known that geometry too has had its crises, and undergone a reconstruction. For centuries, so-called “geometrical intuition” was used as a method of proof. In ge…
An Exact Theory of Social Groups and Relations
On Variables in Mathematics and in Natural Science
A counterpart of Occam's razor in pure and applied mathematics ontological uses
A counterpart of Occam's razor in pure and applied mathematics; semantic Uses
What is Length
One does not only talk about the length in inches of this sheet of paper but also about the length of this sheet , about length in inches and about length. A clarification of these and related concepts results from a combination of the theory of the length in a definite unit as a fluent , developed by one of the authors, with the other's concept of 2 -place fluents. The length ratio L is defined by pairing a number L (α, β ) to any two objects of…
A Logic of the Doubtful on Optative and Imperative Logic
Selected Papers in Logic and Foundations, Didactics, Economics
Journal Article Book Reviews Get access Selected Papers in Logic and Foundations, Didactics, Economics. By Karl Menger. [Vienna Circle Collection, 10.] (Dordrecht: Beidel. 1978. Pp. xi + 341. Price cloth Dfl. 110, paper Dfl. 55) Michael Hallett Michael Hallett Search for other works by this author on: Oxford Academic Google Scholar The Philosophical Quarterly, Volume 31, Issue 122, January 1981, Pages 92–94, https://doi.org/10.2307/2218692 Publis…
On social groups and relations
Selecta Mathematica: Volume 2
On Substitutive Algebra and its Syntax
Selected Papers in Logic and Foundations, Didactics, Economics
Selecta Mathematica II
Computer Science (9 works) · Philosophy (9 works) · Mathematics (8 works) · Epistemology (5 works) · History and Theory of Mathematics (3 works) · Library science (3 works) · Linguistics (3 works) · Mathematics and Applications (3 works) · Philosophy of science (3 works) · Sociology (3 works)