]> 2026-08-05T22:28:32+00:00 Morse, A.P. (1965): A Theory of Sets 0 de-formal New York London 18 [[Morse, A.P. (1965): A Theory of Sets|'''Morse (1965)''']]: [[Anthony Perry Morse]]; A Theory of Sets; Reihe: [[Pure and Applied Mathematics]]; Band: 18; Verlag: [[Academic Press]]; Adresse: [[New York]], [[London]]; [https://books.google.de/books?id=vl_ygK4eEA4C Web-Link]; [[1965]]; [[GlossarWiki:Quellengüte|Quellengüte]]: 5 @book{GlossarWiki:Morse:1965, author = {Anthony Perry Morse}, title = {{A Theory of Sets}}, publisher = {Academic Press}, series = {Pure and Applied Mathematics}, volume = {18}, year = {1965}, address = {New York, London}, url = {https://books.google.de/books?id=vl_ygK4eEA4C}, quality = {5}, note = {} } New York, London Anthony Perry Morse GlossarWiki:Morse:1965 de Academic Press 5 Pure and Applied Mathematics A Theory of Sets book https://books.google.de/books?id=vl_ygK4eEA4C 18 1965 1965 1965 A Theory of Sets 5 Buch Deutsch A Theory of Sets 2015-07-02T09:09:48Z 2457205.8818056 Morse, A.P. (1965): A Theory of Sets 0 0 plainlist 1 [[:Morse, A.P. (1965): A Theory of Sets]] Morse, A.P. (1965): A Theory of Sets# QUERY784f332d98c17af0ce4b37ce90edd710 0 0 array 1 [[:Morse, A.P. (1965): A Theory of Sets]] Morse, A.P. (1965): A Theory of Sets# QUERYc5ae89c4d39e0adb531c5aff798a8fee Klasse (Mengenlehre) 0 de-formal Klasse (Mengenlehre) Geordnetes Paar 0 de-formal Geordnetes Paar Geordnetes Paar: Definition von Frege 0 de-formal Geordnetes Paar: Definition von Frege Metatheorie 0 de-formal Metatheorie Morse (1965) 0 de-formal Morse (1965) Quelle:Kürzel 102 de-formal Quelle:Kürzel Zitat:Quelle 102 de-formal Zitat:Quelle REDI 102 de-formal REDI