Editing Almost all (section)

===Primary sources===
{{reflist |refs=
<ref name=Cahen1>{{cite book |last1=Cahen |first1=Paul-Jean |last2=Chabert |first2=Jean-Luc |date=3 December 1996 |title=Integer-Valued Polynomials |series=[[Mathematical Surveys and Monographs]] |volume=48 |publisher=[[American Mathematical Society]] |page=xix |isbn=978-0-8218-0388-2 |issn=0076-5376}}</ref>
<ref name=Cahen2>{{cite book |last1=Cahen |first1=Paul-Jean |last2=Chabert |first2=Jean-Luc |editor-last=Hazewinkel |editor-first=Michiel |editor-link=Michiel Hazewinkel |date=7 December 2010 |orig-year=First published 2000 |title=Non-Noetherian Commutative Ring Theory |series=Mathematics and Its Applications |volume=520 |publisher=[[Springer Science+Business Media|Springer]] |page=85 |chapter=Chapter 4: What's New About Integer-Valued Polynomials on a Subset? |doi=10.1007/978-1-4757-3180-4 |isbn=978-1-4419-4835-9}}</ref>
<ref name=Gardenfors>{{cite book |last=Gärdenfors |first=Peter |author-link=Peter Gärdenfors |date=22 August 2005 |title=The Dynamics of Thought |series=Synthese Library |volume=300 |publisher=[[Springer Science+Business Media|Springer]] |pages=190–191 |isbn=978-1-4020-3398-8}}</ref>
<ref name=Courant>{{cite book |last1=Courant |first1=Richard |author-link1=Richard Courant |last2=Robbins |first2=Herbert |author-link2=Herbert Robbins |last3=Stewart |first3=Ian |author-link3=Ian Stewart (mathematician) |date=18 July 1996 |title=What is Mathematics? An Elementary Approach to Ideas and Methods |url=https://archive.org/details/WhatIsMathematics |edition=2nd |publisher=[[Oxford University Press]] |isbn=978-0-19-510519-3}}</ref>
<ref name=Korevaar>{{cite book |last=Korevaar |first=Jacob |author-link=Jacob Korevaar |date=1 January 1968 |title=Mathematical Methods: Linear Algebra / Normed Spaces / Distributions / Integration |volume=1 |place=New York |publisher=[[Academic Press]] |pages=359–360 |isbn=978-1-4832-2813-6}}</ref>
<ref name=Sohrab>{{cite book |last=Sohrab |first=Houshang H. |date=15 November 2014 |title=Basic Real Analysis |edition=2 |publisher=[[Birkhäuser]] |page=307 |doi=10.1007/978-1-4939-1841-6 |isbn=978-1-4939-1841-6}}</ref>
<ref name=Natanson>{{cite book |last=Natanson |first=Isidor P. |author-link=Isidor Natanson |translator-last=Boron |translator-first=Leo F. |date=June 1961 |title=Theory of Functions of a Real Variable |volume=1 |edition=revised |place=New York |publisher=[[Frederick Ungar Publishing Company|Frederick Ungar Publishing]] |page=90 |isbn=978-0-8044-7020-9}}</ref>
<ref name=Helmberg>{{cite book |last=Helmberg |first=Gilbert |date=December 1969 |title=Introduction to Spectral Theory in Hilbert Space |series=North-Holland Series in Applied Mathematics and Mechanics |volume=6 |edition=1st|place=Amsterdam |publisher=[[North-Holland Publishing Company]] |page=320 |isbn=978-0-7204-2356-3}}</ref>
<ref name=Vestrup>{{cite book |last=Vestrup |first=Eric M. |date=18 September 2003 |title=The Theory of Measures and Integration |series=Wiley Series in Probability and Statistics |place=United States |publisher=[[Wiley-Interscience]] |page=182 |isbn=978-0-471-24977-1}}</ref>
<ref name=Billingsley>{{cite book |last=Billingsley |first=Patrick |author-link=Patrick Billingsley |date=1 May 1995 |title=Probability and Measure |url=https://www.colorado.edu/amath/sites/default/files/attached-files/billingsley.pdf |series=Wiley Series in Probability and Statistics |edition=3rd |place=United States |publisher=[[Wiley-Interscience]] |page=60 |isbn=978-0-471-00710-4 |archive-url=https://web.archive.org/web/20180523011143/https://www.colorado.edu/amath/sites/default/files/attached-files/billingsley.pdf |archive-date=23 May 2018}}</ref>
<ref name=Niven>{{cite book |last=Niven |first=Ivan |author-link=Ivan M. Niven |date=1 June 1956 |title=Irrational Numbers |series=[[Carus Mathematical Monographs]] |volume=11 |place=Rahway |publisher=[[Mathematical Association of America]] |pages=2–5 |isbn=978-0-88385-011-4}}</ref>
<ref name=Baker>{{cite book |last=Baker |first=Alan |author-link=Alan Baker (mathematician) |date=1984 |title=A concise introduction to the theory of numbers |url=https://archive.org/details/conciseintroduct0000bake/page/53 |publisher=[[Cambridge University Press]] |page=[https://archive.org/details/conciseintroduct0000bake/page/53 53] |isbn=978-0-521-24383-4 }}</ref>
<ref name=Granville>{{cite book |last1=Granville |first1=Andrew |author-link1=Andrew Granville |last2=Rudnick |first2=Zeev |author-link2=Zeev Rudnick |date=7 January 2007 |title=Equidistribution in Number Theory, An Introduction |series=Nato Science Series II |volume=237 |publisher=[[Springer Science+Business Media|Springer]] |page=11 |isbn=978-1-4020-5404-4}}</ref>
<ref name=Burk>{{cite book |last=Burk |first=Frank |date=3 November 1997 |title=Lebesgue Measure and Integration: An Introduction |series=A Wiley-Interscience Series of Texts, Monographs, and Tracts |place=United States |publisher=[[Wiley-Interscience]] |page=260 |isbn=978-0-471-17978-8}}</ref>
<ref name=Hardy1>{{cite book |last=Hardy |first=G. H. |author-link=G. H. Hardy |date=1940 |title=Ramanujan: Twelve Lectures on Subjects Suggested by His Life and Work |url=https://archive.org/details/pli.kerala.rare.37877 |publisher=[[Cambridge University Press]] |page=50}}</ref>
<ref name=Hardy2>{{cite book |last1=Hardy |first1=G. H. |author-link1=G. H. Hardy |last2=Wright |first2=E. M. |author-link2=E. M. Wright |date=December 1960 |title=An Introduction to the Theory of Numbers |url=https://archive.org/details/AnIntroductionToTheTheoryOfNumbers-4thEd-G.h.HardyE.m.Wright |edition=4th |publisher=[[Oxford University Press]] |pages=8–9 |isbn=978-0-19-853310-8}}</ref>
<ref name=Prachar>{{cite book |last=Prachar |first=Karl |author-link=Karl Prachar |date=1957 |title=Primzahlverteilung |series=Grundlehren der mathematischen Wissenschaften |language=de |volume=91 |place=Berlin |publisher=[[Springer Science+Business Media|Springer]] |page=164}} Cited in {{cite book |last=Grosswald |first=Emil |author-link=Emil Grosswald |date=1 January 1984 |title=Topics from the Theory of Numbers |edition=2nd |place=Boston |publisher=[[Birkhäuser]] |page=30 |isbn=978-0-8176-3044-7}}</ref>
<ref name=Bollobas>{{cite book |last=Bollobás |first=Béla |author-link=Béla Bollobás |date=8 October 2001 |title=Random Graphs |series=Cambridge Studies in Advanced Mathematics |volume=73 |edition=2nd |publisher=[[Cambridge University Press]] |pages=34–36 |isbn=978-0-521-79722-1}}</ref>
<ref name=Babai>{{cite book |last=Babai |first=László |author-link=László Babai |editor1-last=Graham |editor1-first=Ronald |editor-link1=Ronald Graham |editor2-last=Grötschel |editor2-first=Martin |editor-link2=Martin Grötschel |editor3-last=Lovász |editor3-first=László |editor-link3=László Lovász |date=25 December 1995 |title=Handbook of Combinatorics |volume=2 |publisher=[[North-Holland Publishing Company]] |place=Netherlands |page=1462 |chapter=Automorphism Groups, Isomorphism, Reconstruction |isbn=978-0-444-82351-9}}</ref>
<ref name=Spencer>{{cite book |last=Spencer |first=Joel |author-link=Joel Spencer |date=9 August 2001 |title=The Strange Logic of Random Graphs |title-link= The Strange Logic of Random Graphs |series=Algorithms and Combinatorics |volume=22 |publisher=[[Springer Science+Business Media|Springer]] |pages=3–4 |isbn=978-3-540-41654-8}}</ref>
<ref name=Gradel>{{cite book |last1=Grädel |first1=Eric |last2=Kolaitis |first2=Phokion G. |last3=Libkin |first3=Leonid |author-link3=Leonid Libkin |last4=Marx |first4=Maarten |last5=Spencer |first5=Joel |author-link5=Joel Spencer |last6=Vardi |first6=Moshe Y. |author-link6=Moshe Vardi |last7=Venema |first7=Yde |last8=Weinstein |first8=Scott |date=11 June 2007 |title=Finite Model Theory and Its Applications |series=Texts in Theoretical Computer Science (An [[EATCS]] Series) |publisher=[[Springer Science+Business Media|Springer]] |page=298 |isbn=978-3-540-00428-8}}</ref>
<ref name=Buckley>{{cite book |last1=Buckley |first1=Fred |last2=Harary |first2=Frank |author-link2=Frank Harary |date=21 January 1990 |title=Distance in Graphs |publisher=[[Addison-Wesley]] |page=109 |isbn=978-0-201-09591-3}}</ref>
<ref name=Oxtoby>{{cite book |last=Oxtoby |first=John C. |date=1980 |title=Measure and Category |series=[[Graduate Texts in Mathematics]] |volume=2 |edition=2nd |publisher=[[Springer Science+Business Media|Springer]] |place=United States |pages=59,68 |isbn=978-0-387-90508-2}} While Oxtoby does not explicitly define the term there, [[László Babai|Babai]] has borrowed it from ''Measure and Category'' in his chapter "Automorphism Groups, Isomorphism, Reconstruction" of Graham, [[Martin Grötschel|Grötschel]] and [[László Lovász|Lovász]]'s ''Handbook of Combinatorics'' (vol. 2), and Broer and [[Floris Takens|Takens]] note in their book ''Dynamical Systems and Chaos'' that ''Measure and Category'' compares this meaning of "almost all" to the measure theoretic one in the real line (though Oxtoby's book discusses meagre sets in general topological spaces as well).</ref>
<ref name=Baratchart>{{cite book |last=Baratchart |first=Laurent |editor-last=Curtain |editor-first=Ruth F. |editor-link=Ruth F. Curtain |date=1987 |title=Modelling, Robustness and Sensitivity Reduction in Control Systems |series=NATO ASI Series F |volume=34 |publisher=[[Springer Science+Business Media|Springer]] |page=123 |chapter=Recent and New Results in Rational L<sup>2</sup> Approximation |doi=10.1007/978-3-642-87516-8 |isbn=978-3-642-87516-8}}</ref>
<ref name=Broer>{{cite book |last1=Broer |first1=Henk |last2=Takens |first2=Floris |author-link2=Floris Takens |date=28 October 2010 |title=Dynamical Systems and Chaos |series=Applied Mathematical Sciences |volume=172 |publisher=[[Springer Science+Business Media|Springer]] |page=245 |doi=10.1007/978-1-4419-6870-8 |isbn=978-1-4419-6870-8}}</ref>
<ref name=Sharkovsky>{{cite book |last1=Sharkovsky |first1=A. N. |last2=Kolyada |first2=S. F. |last3=Sivak |first3=A. G. |last4=Fedorenko |first4=V. V. |date=30 April 1997 |title=Dynamics of One-Dimensional Maps |series=Mathematics and Its Applications |volume=407 |publisher=[[Springer Science+Business Media|Springer]] |page=33 |doi=10.1007/978-94-015-8897-3 |isbn=978-94-015-8897-3}}</ref>
<ref name=Yuan>{{cite book |last=Yuan |first=George Xian-Zhi |date=9 February 1999 |title=KKM Theory and Applications in Nonlinear Analysis |series=Pure and Applied Mathematics; A Series of Monographs and Textbooks |publisher=[[Marcel Dekker]] |page=21 |isbn=978-0-8247-0031-7}}</ref>
<ref name=Albertini>{{cite book |last1=Albertini |first1=Francesca |last2=Sontag |first2=Eduardo D. |author-link2=Eduardo D. Sontag |editor1-last=Bonnard |editor1-first=Bernard |editor2-last=Bride |editor2-first=Bernard |editor3-last=Gauthier |editor3-first=Jean-Paul |editor4-last=Kupka |editor4-first=Ivan |date=1 September 1991 |title=Analysis of Controlled Dynamical Systems |series=Progress in Systems and Control Theory |volume=8 |publisher=[[Birkhäuser]] |page=29 |chapter=Transitivity and Forward Accessibility of Discrete-Time Nonlinear Systems |doi=10.1007/978-1-4612-3214-8 |isbn=978-1-4612-3214-8}}</ref>
<ref name=Fuente>{{cite book |last=De la Fuente |first=Angel |date=28 January 2000 |title=Mathematical Models and Methods for Economists |publisher=[[Cambridge University Press]] |page=217 |isbn=978-0-521-58529-3}}</ref>
<ref name=Komjath>{{cite book |last1=Komjáth |author-link1=Péter Komjáth |first1=Péter |last2=Totik |first2=Vilmos |author-link2=Vilmos Totik |date=2 May 2006 |title=Problems and Theorems in Classical Set Theory |series=Problem Books in Mathematics |publisher=[[Springer Science+Business Media|Springer]] |place=United States |page=75 |isbn=978-0387-30293-5}}</ref>
<ref name=Salzmann>{{cite book |last1=Salzmann |first1=Helmut |last2=Grundhöfer |first2=Theo |last3=Hähl |first3=Hermann |last4=Löwen |first4=Rainer |date=24 September 2007 |title=The Classical Fields: Structural Features of the Real and Rational Numbers |series=Encyclopedia of Mathematics and Its Applications |volume=112 |publisher=[[Cambridge University Press]] |page=[https://archive.org/details/classicalfieldss0000unse/page/155 155] |isbn=978-0-521-86516-6 |url=https://archive.org/details/classicalfieldss0000unse/page/155 }}</ref>
<ref name=Schoutens>{{cite book |last=Schoutens|first=Hans |date=2 August 2010 |title=The Use of Ultraproducts in Commutative Algebra |series=[[Lecture Notes in Mathematics]] |volume=1999 |publisher=[[Springer Science+Business Media|Springer]] |page=8 |doi=10.1007/978-3-642-13368-8 |isbn=978-3-642-13367-1}}</ref>
<ref name=Rautenberg>{{cite book |last=Rautenberg |first=Wolfgang |author-link=Wolfgang Rautenberg |date=17 December 2009 |title=A Concise to Mathematical Logic |series=Universitext |edition=3rd |publisher=[[Springer Science+Business Media|Springer]] |pages=210–212 |doi=10.1007/978-1-4419-1221-3 |isbn=978-1-4419-1221-3}}</ref>
}}