Gray, Jeremy (Author)
I am going to argue that one unfortunate problem with Wigner's paper is its pervasive vagueness, indicate some of the problems this vagueness causes, and then analyse the problem on largely historical grounds insofar as we can see what it is. I will conclude that the paper does not help with the questions of what it means for physics to have laws and how we can know them, and I shall argue on historical grounds that the effectiveness of mathematics in physics may be less unreasonable than Wigner suggested but still be a profitable matter for investigation.
...MoreDescription On a 1960 paper by Eugene Wigner on the relationship between mathematics and the physical sciences. Contents:
Article Lützen, Jesper (2011) The Physical Origin of Physically Useful Mathematics. Interdisciplinary Science Reviews (pp. 229-243).
Article Suppes, Patrick (2011) Why the Effectiveness of Mathematics in the Natural Sciences Is Not Surprising. Interdisciplinary Science Reviews (pp. 244-254).
Article Baker, Alan (2011) Explaining the Applicability of Mathematics in Science. Interdisciplinary Science Reviews (pp. 255-267).
Article
Quale, Andreas;
(2011)
On the Role of Mathematics in Physics
(/isis/citation/CBB001032754/)
Article
Gelfert, Axel;
(2013)
Applicability, Indispensability, and Underdetermination: Puzzling Over Wigner's “Unreasonable Effectiveness of Mathematics”
(/isis/citation/CBB001211973/)
Article
Jha, Stefania;
(2011)
Wigner's “Polanyian” Epistemology and the Measurement Problem: The Wigner--Polanyi Dialog on Tacit Knowledge
(/isis/citation/CBB001036135/)
Book
Omnès, Roland;
(2005)
Converging Realities: Toward a Common Philosophy of Physics and Mathematics
(/isis/citation/CBB000610304/)
Book
Schuster, John;
(2013)
Descartes-Agonistes: Physico-Mathematics, Method and Corpuscular-Mechanism 1618--33
(/isis/citation/CBB001500367/)
Book
Kovács, László;
(2002)
Eugene P. Wigner and His Hungarian Teachers
(/isis/citation/CBB000641848/)
Article
Wright, Aaron Sidney;
(2014)
The Advantages of Bringing Infinity to a Finite Place: Penrose Diagrams as Objects of Intuition
(/isis/citation/CBB001201044/)
Article
Josh Hunt;
(2021)
Interpreting the Wigner–Eckart Theorem
(/isis/citation/CBB259885124/)
Book
Cao, Tian Yu;
(2010)
From Current Algebra to Quantum Chromodynamics: A Case for Structural Realism
(/isis/citation/CBB001421734/)
Article
Pessoa, Osvaldo;
Freire, Olival, Jr.;
De Greiff, Alexis;
(2008)
The Tausk Controversy on the Foundations of Quantum Mechanics: Physics, Philosophy, and Politics
(/isis/citation/CBB000932026/)
Chapter
Kuusk, Piret;
(2001)
Physical Reality, Theoretical Physics, and Mathematics
(/isis/citation/CBB000102692/)
Chapter
Huggett, Nick;
(2012)
What Did Newton Mean by “Absolute Motion”?
(/isis/citation/CBB001500345/)
Book
Brown, James Robert;
(1991)
The Laboratory of the Mind: Thought Experiments in the Natural Sciences
(/isis/citation/CBB001500158/)
Article
Giovanni Battimelli;
Adele La Rana;
Paolo Rossi;
(2020)
Masters and students in Italian Physics between the 19th and 20th centuries: the Felici-Bartoli-Stracciati-Corbino case
(/isis/citation/CBB545240140/)
Article
Davey, Kevin;
(2003)
Is Mathematical Rigor Necessary in Physics?
(/isis/citation/CBB000410734/)
Article
Echelbarger, Charles;
(2013)
Hume on the Objects of Mathematics
(/isis/citation/CBB001201145/)
Article
Rigden, John S.;
Stuewer, Roger H.;
(2012)
Understanding of Quantum Mechanics Eludes Physicists for Eighty-Six Years
(/isis/citation/CBB001221642/)
Article
Bueno, Otávio;
French, Steven;
Ladyman, James;
(2002)
On Representing the Relationship between the Mathematical and the Empirical
(/isis/citation/CBB000300402/)
Article
Gingras, Yves;
(2001)
What Did Mathematics Do to Physics?
(/isis/citation/CBB000102229/)
Article
Liu, Hua-qiu;
Guo, Jin-bin;
(2005)
Einstein and mathematics
(/isis/citation/CBB000650780/)
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