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Statements

Subject Item
dbpedia-fr:Équation_xʸ=yˣ
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Équation xʸ=yˣ
rdfs:comment
En général, l'exponentiation n'est pas commutative. Cependant, l'équation tient dans des cas particuliers, tels que
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n15:x%5Ey.svg
prop-fr:année
1920 1980 2000 1990 1888
prop-fr:auteur
Lajos Lóczi dbpedia-fr:David_Singmaster A. M. Gleason, R. E. Greenwood, L. M. Kelly Johann van Hengel dbpedia-fr:Leonard_Eugene_Dickson
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The twenty-first William Lowell Putnam mathematical competition , afternoon session, problem 1
prop-fr:isbn
0
prop-fr:journal
Mathematics Magazine
prop-fr:langue
en hu de
prop-fr:lienAuteur
Márta Svéd
prop-fr:lieu
Washington New York
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janvier
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Sved
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59 687
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9
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Marta
prop-fr:périodique
Bericht : über d. Schuljahr ... / Königliches Gymnasium zu Emmerich
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CTK Wiki Math Arithmetical and Analytical Puzzles
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1938
prop-fr:titre
Sources in recreational mathematics: an annotated bibliography. 8th preliminary edition On the Rational Solutions of xy yx The William Lowell Putnam mathematical competition problems and solutions Beweis des Satzes, dass unter allen reellen positiven ganzen Zahlen nur das Zahlenpaar 4 und 2 für a und b der Gleichung ab ba genügt Rational Solutions to x^y y^x On commutative and associative powers dbpedia-fr:History_of_the_Theory_of_Numbers x^y y^x - commuting powers Mikor kommutatív, illetve asszociatív a hatványozás?
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Rational solutions of xy yx
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n6:Sved50816668.pdf n13:commpower.e.shtml n12:books%3Fid=7D0PAQAAMAAJ&q=%22prove+that+you+have+obtained+all+of+them%22 n12:books%3Fid=dO7C02z4LlcC&pg=PA687 n27:sources.htm%23_Toc69534169 https://www.math.uni-bielefeld.de/~sillke/PUZZLES/x%5Ey-x%5Ey|série=Arithmetical and Analytical Puzzles http://www.cut-the-knot.org/wiki-math/index.php?n=Algebra.RationalSolutionOfXYYX|série=CTK Wiki Math n28:cikk.phtml%3Fid=200047 n20:4315444
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II
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dbpedia-fr:Mathematical_Association_of_America Torsten Sillke
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2002-10-15 2016-03-04 2016-05-06
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wikipedia-fr:Équation_xʸ=yˣ
dbo:abstract
En général, l'exponentiation n'est pas commutative. Cependant, l'équation tient dans des cas particuliers, tels que