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<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN"><HTML><HEAD><TITLE>Op閞ations ensemblistes</TITLE><METANAME="GENERATOR"CONTENT="Modular DocBook HTML Stylesheet Version 1.7"><LINKREL="HOME"TITLE="			Cours de C/C++		"HREF="book1.html"><LINKREL="UP"TITLE="Les algorithmes"HREF="c9000.html"><LINKREL="PREVIOUS"TITLE="Op閞ations de comparaison"HREF="x9454.html"><LINKREL="NEXT"TITLE="Conclusion"HREF="c9619.html"></HEAD><BODYCLASS="SECT1"BGCOLOR="#FFFFFF"TEXT="#000000"LINK="#0000FF"VLINK="#840084"ALINK="#0000FF"><DIVCLASS="NAVHEADER"><TABLESUMMARY="Header navigation table"WIDTH="100%"BORDER="0"CELLPADDING="0"CELLSPACING="0"><TR><THCOLSPAN="3"ALIGN="center">Cours de C/C++</TH></TR><TR><TDWIDTH="10%"ALIGN="left"VALIGN="bottom"><AHREF="x9454.html"ACCESSKEY="P">Pr閏閐ent</A></TD><TDWIDTH="80%"ALIGN="center"VALIGN="bottom">Chapitre 18. Les algorithmes</TD><TDWIDTH="10%"ALIGN="right"VALIGN="bottom"><AHREF="c9619.html"ACCESSKEY="N">Suivant</A></TD></TR></TABLE><HRALIGN="LEFT"WIDTH="100%"></DIV><DIVCLASS="SECT1"><H1CLASS="SECT1"><ANAME="AEN9493">18.5. Op閞ations ensemblistes</A></H1><P>			En math閙atiques, il est possible d'effectuer diff閞ents types d'op閞ationssur les ensembles. Ces op閞ations comprennent la d閠ermination de l'inclusion d'un ensemble dansun autre, leur union (c'est-

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