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<wx:section level="1" title="13-XX" id="wxsec1"><h1 class="pagetitle" id="wx1">13-XX</h1>

<wx:template id="wx_t1" pagename="Template:MSC" page_id="209762"/>
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<p id="wx3"><b id="wx4"><a href="/wit/Classificazione_delle_ricerche_matematiche" title="Classificazione delle ricerche matematiche" wx:linktype="known" wx:pagename="Classificazione_delle_ricerche_matematiche" wx:page_id="43111" id="wx5">Classificazione delle ricerche matematiche</a>: sezioni di livello 1</b><br id="wx6"/>
<small id="wx7"><a href="/wit/00-XX" title="00-XX" wx:linktype="known" wx:pagename="00-XX" wx:page_id="209831" id="wx8">00-XX</a> <a href="/wit/01-XX" title="01-XX" wx:linktype="known" wx:pagename="01-XX" wx:page_id="209835" id="wx9">01</a> <a href="/wit/03-XX" title="03-XX" wx:linktype="known" wx:pagename="03-XX" wx:page_id="211575" id="wx10">03</a> <a href="/wit/05-XX" title="05-XX" wx:linktype="known" wx:pagename="05-XX" wx:page_id="207498" id="wx11">05</a> <a href="/wit/06-XX" title="06-XX" wx:linktype="known" wx:pagename="06-XX" wx:page_id="211590" id="wx12">06</a> <a href="/wit/08-XX" title="08-XX" wx:linktype="known" wx:pagename="08-XX" wx:page_id="211611" id="wx13">08</a> <b id="wx14">|</b> <a href="/wit/11-XX" title="11-XX" wx:linktype="known" wx:pagename="11-XX" wx:page_id="211772" id="wx15">11</a> <a href="/wit/12-XX" title="12-XX" wx:linktype="known" wx:pagename="12-XX" wx:page_id="211499" id="wx16">12</a> <a href="/wit/13-XX" title="13-XX" wx:linktype="self" wx:pagename="13-XX" wx:page_id="211899" id="wx17">13</a> <a href="/wit/14-XX" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" id="wx18">14</a> <a href="/wit/15-XX" title="15-XX" wx:linktype="known" wx:pagename="15-XX" wx:page_id="209882" id="wx19">15</a> <a href="/wit/16-XX" title="16-XX" wx:linktype="known" wx:pagename="16-XX" wx:page_id="212104" id="wx20">16</a> <a href="/wit/17-XX" title="17-XX" wx:linktype="known" wx:pagename="17-XX" wx:page_id="212111" id="wx21">17</a> <a href="/wit/18-XX" title="18-XX" wx:linktype="known" wx:pagename="18-XX" wx:page_id="212142" id="wx22">18</a> <a href="/wit/19-XX" title="19-XX" wx:linktype="known" wx:pagename="19-XX" wx:page_id="212144" id="wx23">19</a> <a href="/wit/20-XX" title="20-XX" wx:linktype="known" wx:pagename="20-XX" wx:page_id="212152" id="wx24">20</a> <a href="/wit/22-XX" title="22-XX" wx:linktype="known" wx:pagename="22-XX" wx:page_id="212158" id="wx25">22</a> <b id="wx26">|</b> <a href="/wit/26-XX" title="26-XX" wx:linktype="known" wx:pagename="26-XX" wx:page_id="211511" id="wx27">26</a> <a href="/wit/28-XX" title="28-XX" wx:linktype="known" wx:pagename="28-XX" wx:page_id="212319" id="wx28">28</a> <a href="/wit/30-XX" title="30-XX" wx:linktype="known" wx:pagename="30-XX" wx:page_id="212830" id="wx29">30</a> <a href="/wit/31-XX" title="31-XX" wx:linktype="known" wx:pagename="31-XX" wx:page_id="212833" id="wx30">31</a> <a href="/wit/32-XX" title="32-XX" wx:linktype="known" wx:pagename="32-XX" wx:page_id="212836" id="wx31">32</a> <a href="/wit/33-XX" title="33-XX" wx:linktype="known" wx:pagename="33-XX" wx:page_id="208046" id="wx32">33</a> <a href="/wit/34-XX" title="34-XX" wx:linktype="known" wx:pagename="34-XX" wx:page_id="212846" id="wx33">34</a> <a href="/wit/35-XX" title="35-XX" wx:linktype="known" wx:pagename="35-XX" wx:page_id="212986" id="wx34">35</a> <a href="/wit/37-XX" title="37-XX" wx:linktype="known" wx:pagename="37-XX" wx:page_id="212991" id="wx35">37</a> <a href="/wit/39-XX" title="39-XX" wx:linktype="known" wx:pagename="39-XX" wx:page_id="212852" id="wx36">39</a> <a href="/wit/40-XX" title="40-XX" wx:linktype="known" wx:pagename="40-XX" wx:page_id="212858" id="wx37">40</a> <a href="/wit/41-XX" title="41-XX" wx:linktype="known" wx:pagename="41-XX" wx:page_id="212860" id="wx38">41</a> <a href="/wit/42-XX" title="42-XX" wx:linktype="known" wx:pagename="42-XX" wx:page_id="212867" id="wx39">42</a> <a href="/wit/43-XX" title="43-XX" wx:linktype="known" wx:pagename="43-XX" wx:page_id="212869" id="wx40">43</a> <a href="/wit/44-XX" title="44-XX" wx:linktype="known" wx:pagename="44-XX" wx:page_id="212870" id="wx41">44</a> <a href="/wit/45-XX" title="45-XX" wx:linktype="known" wx:pagename="45-XX" wx:page_id="212873" id="wx42">45</a> <a href="/wit/46-XX" title="46-XX" wx:linktype="known" wx:pagename="46-XX" wx:page_id="212915" id="wx43">46</a> <a href="/wit/47-XX" title="47-XX" wx:linktype="known" wx:pagename="47-XX" wx:page_id="212967" id="wx44">47</a> <a href="/wit/49-XX" title="49-XX" wx:linktype="known" wx:pagename="49-XX" wx:page_id="212880" id="wx45">49</a> <b id="wx46">|</b><br id="wx47"/>
 <a href="/wit/51-XX" title="51-XX" wx:linktype="known" wx:pagename="51-XX" wx:page_id="213130" id="wx48">51</a> <a href="/wit/52-XX" title="52-XX" wx:linktype="known" wx:pagename="52-XX" wx:page_id="213131" id="wx49">52</a> <a href="/wit/53-XX" title="53-XX" wx:linktype="known" wx:pagename="53-XX" wx:page_id="213133" id="wx50">53</a> <a href="/wit/54-XX" title="54-XX" wx:linktype="known" wx:pagename="54-XX" wx:page_id="213137" id="wx51">54</a> <a href="/wit/55-XX" title="55-XX" wx:linktype="known" wx:pagename="55-XX" wx:page_id="213140" id="wx52">55</a> <a href="/wit/57-XX" title="57-XX" wx:linktype="known" wx:pagename="57-XX" wx:page_id="213209" id="wx53">57</a> <a href="/wit/58-XX" title="58-XX" wx:linktype="known" wx:pagename="58-XX" wx:page_id="213223" id="wx54">58</a> <b id="wx55">|</b> <a href="/wit/60-XX" title="60-XX" wx:linktype="known" wx:pagename="60-XX" wx:page_id="213240" id="wx56">60</a> <a href="/wit/62-XX" title="62-XX" wx:linktype="known" wx:pagename="62-XX" wx:page_id="213243" id="wx57">62</a> <a href="/wit/65-XX" title="65-XX" wx:linktype="known" wx:pagename="65-XX" wx:page_id="213288" id="wx58">65</a> <a href="/wit/68-XX" title="68-XX" wx:linktype="known" wx:pagename="68-XX" wx:page_id="213295" id="wx59">68</a> <b id="wx60">|</b> <a href="/wit/70-XX" title="70-XX" wx:linktype="known" wx:pagename="70-XX" wx:page_id="213034" id="wx61">70</a> <a href="/wit/74-XX" title="74-XX" wx:linktype="known" wx:pagename="74-XX" wx:page_id="213028" id="wx62">74</a> <a href="/wit/76-XX" title="76-XX" wx:linktype="known" wx:pagename="76-XX" wx:page_id="213025" id="wx63">76</a> <a href="/wit/78-XX" title="78-XX" wx:linktype="known" wx:pagename="78-XX" wx:page_id="213017" id="wx64">78</a> <b id="wx65">|</b> <a href="/wit/80-XX" title="80-XX" wx:linktype="known" wx:pagename="80-XX" wx:page_id="213014" id="wx66">80</a> <a href="/wit/81-XX" title="81-XX" wx:linktype="known" wx:pagename="81-XX" wx:page_id="213012" id="wx67">81</a> <a href="/wit/82-XX" title="82-XX" wx:linktype="known" wx:pagename="82-XX" wx:page_id="213010" id="wx68">82</a> <a href="/wit/83-XX" title="83-XX" wx:linktype="known" wx:pagename="83-XX" wx:page_id="213009" id="wx69">83</a> <a href="/wit/85-XX" title="85-XX" wx:linktype="known" wx:pagename="85-XX" wx:page_id="213008" id="wx70">85</a> <a href="/wit/86-XX" title="86-XX" wx:linktype="known" wx:pagename="86-XX" wx:page_id="213005" id="wx71">86</a> <b id="wx72">|</b> <a href="/wit/90-XX" title="90-XX" wx:linktype="known" wx:pagename="90-XX" wx:page_id="212282" id="wx73">90</a> <a href="/wit/91-XX" title="91-XX" wx:linktype="known" wx:pagename="91-XX" wx:page_id="212289" id="wx74">91</a> <a href="/wit/92-XX" title="92-XX" wx:linktype="known" wx:pagename="92-XX" wx:page_id="212291" id="wx75">92</a> <a href="/wit/93-XX" title="93-XX" wx:linktype="known" wx:pagename="93-XX" wx:page_id="212298" id="wx76">93</a> <a href="/wit/94-XX" title="94-XX" wx:linktype="known" wx:pagename="94-XX" wx:page_id="212302" id="wx77">94</a> <a href="/wit/97-XX" title="97-XX" wx:linktype="known" wx:pagename="97-XX" wx:page_id="209611" id="wx78">97-XX</a></small></p>
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<wx:templateend start="wx_t1"/>
<p id="wx79"><b id="wx80">13-XX</b> è la sigla della sezione primaria dello schema di classificazione <a href="/wit/Mathematics_Subject_Classification" title="Mathematics Subject Classification" wx:linktype="known" wx:pagename="Mathematics_Subject_Classification" wx:page_id="46416" id="wx81">MSC</a> dedicata agli <b id="wx82">anelli commutativi</b> e alle <b id="wx83">algebre commutative</b></p>

<p id="wx84">Questa pagina presenta la struttura ad albero delle sue sottosezioni secondarie e terziarie.</p>

<p id="wx85"><br id="wx86"/>
</p>

<div id="wx_toc"/>

<a id="_13-XX" name="13-XX"/>
<wx:section level="2" title="13-XX" id="wxsec2"><h2 id="wx87">13-XX</h2>

<dl id="wx88">
<dd id="wx89">
<dl id="wx90">
<dd id="wx91"><b id="wx92">anelli commutativi ed algebre commutative</b></dd>
</dl>
</dd>
</dl>

<ul id="wx93">
<li id="wx94"><b id="wx95">13-00</b>
<p id="wx96">opere di riferimento generale (manuali, dizionari, bibliografie ecc.)</p>
</li>

<li id="wx97"><b id="wx98">13-01</b>
<p id="wx99">esposizione didattica (libri di testo, articoli tutoriali ecc.)</p>
</li>

<li id="wx100"><b id="wx101">13-02</b>
<p id="wx102">presentazione di ricerche (monografie, articoli di rassegna)</p>
</li>

<li id="wx103"><b id="wx104">13-03</b>
<p id="wx105">opere storiche {!va assegnato almeno un altro numero di classificazione della sezione <a href="/wit/01-XX" title="01-XX" wx:linktype="known" wx:pagename="01-XX" wx:page_id="209835" id="wx106">01-XX</a>}</p>
</li>

<li id="wx107"><b id="wx108">13-04</b>
<p id="wx109">calcolo automatico esplicito e programmi (non teoria della computazione o della programmazione)</p>
</li>

<li id="wx110"><b id="wx111">13-06</b>
<p id="wx112">atti, conferenze, collezioni ecc.</p>
</li>
</ul>

<a id="_13Axx" name="13Axx"/>
</wx:section><wx:section level="2" title="13Axx" id="wxsec3"><h2 id="wx113">13Axx</h2>

<dl id="wx114">
<dd id="wx115">
<dl id="wx116">
<dd id="wx117"><b id="wx118">teoria generale degli anelli commutativi</b></dd>
</dl>
</dd>
</dl>

<ul id="wx119">
<li id="wx120"><b id="wx121">13A02</b>
<p id="wx122">anelli graduati (vedi anche <a href="/wit/16-XX#16Wxx" title="16-XX" wx:linktype="known" wx:pagename="16-XX" wx:page_id="212104" wx:fragment="16Wxx" id="wx123">16W50</a>)</p>
</li>

<li id="wx124"><b id="wx125">13A05</b>
<p id="wx126">divisibilità</p>
</li>

<li id="wx127"><b id="wx128">13A10</b>
<p id="wx129">teoria del radicale</p>
</li>

<li id="wx130"><b id="wx131">13A15</b>
<p id="wx132">ideali; teoria moltiplicativa degli ideali</p>
</li>

<li id="wx133"><b id="wx134">13A18</b>
<p id="wx135">valutazioni e loro generalizzazioni (vedi anche <a href="/wit/12-XX#12Jxx" title="12-XX" wx:linktype="known" wx:pagename="12-XX" wx:page_id="211499" wx:fragment="12Jxx" id="wx136">12J20</a>)</p>
</li>

<li id="wx137"><b id="wx138">13A30</b>
<p id="wx139">anelli graduati di ideali associati (anello di Rees, anello della forma?), diffusione?spread analitica ed argomenti collegati</p>
</li>

<li id="wx140"><b id="wx141">13A35</b>
<p id="wx142">metodi in caratteristica <i id="wx143">p</i> (endomorfismo di Frobenius) e riduzione alla caratteristica <i id="wx144">p</i>; chiusura tight?stretta (vedi anche <a href="/wit/13-XX#_13Bxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Bxx" id="wx145">13B22</a>)</p>
</li>

<li id="wx146"><b id="wx147">13A50</b>
<p id="wx148">azioni dei gruppi sugli anelli commutativi; teoria degli invarianti (vedi anche <a href="/wit/14-XX#14Lxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Lxx" id="wx149">14L25</a>)</p>
</li>

<li id="wx150"><b id="wx151">13A99</b>
<p id="wx152">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="_13Bxx" name="13Bxx"/>
</wx:section><wx:section level="2" title="13Bxx" id="wxsec4"><h2 id="wx153">13Bxx</h2>

<dl id="wx154">
<dd id="wx155">
<dl id="wx156">
<dd id="wx157"><b id="wx158">estensioni di anelli ed argomenti collegati</b></dd>
</dl>
</dd>
</dl>

<ul id="wx159">
<li id="wx160"><b id="wx161">13B02</b>
<p id="wx162">teoria dell'estensione</p>
</li>

<li id="wx163"><b id="wx164">13B05</b>
<p id="wx165">teoria di Galois (per gli anelli commutativi)</p>
</li>

<li id="wx166"><b id="wx167">13B10</b>
<p id="wx168">morfismi</p>
</li>

<li id="wx169"><b id="wx170">13B21</b>
<p id="wx171">dipendenza integra</p>
</li>

<li id="wx172"><b id="wx173">13B22</b>
<p id="wx174">chiusura integra di anelli e di ideali; anelli integralmente chiusi, anelli collegati (giapponesi ecc.)</p>
</li>

<li id="wx175"><b id="wx176">13B24</b>
<p id="wx177">salita; discesa; attraversamento</p>
</li>

<li id="wx178"><b id="wx179">13B25</b>
<p id="wx180">polinomi sopra anelli commutativi (vedi anche <a href="/wit/11-XX#11Cxx" title="11-XX" wx:linktype="known" wx:pagename="11-XX" wx:page_id="211772" wx:fragment="11Cxx" id="wx181">11C08</a>, <a href="/wit/13-XX#_13Fxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Fxx" id="wx182">13F20</a>, <a href="/wit/13-XX#_13Mxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Mxx" id="wx183">13M10</a>)</p>
</li>

<li id="wx184"><b id="wx185">13B30</b>
<p id="wx186">quozienti e localizzazione</p>
</li>

<li id="wx187"><b id="wx188">13B35</b>
<p id="wx189">completamento (vedi anche <a href="/wit/13-XX#_13Jxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Jxx" id="wx190">13J10</a>)</p>
</li>

<li id="wx191"><b id="wx192">13B40</b>
<p id="wx193">estensioni étale e piata; henselizzazione; approssimazione di Artin (vedi anche <a href="/wit/13-XX#_13Jxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Jxx" id="wx194">13J15</a>, <a href="/wit/14-XX#14Bxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Bxx" id="wx195">14B12</a>, <a href="/wit/14-XX#14Bxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Bxx" id="wx196">14B25</a>)</p>
</li>

<li id="wx197"><b id="wx198">13B99</b>
<p id="wx199">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="_13Cxx" name="13Cxx"/>
</wx:section><wx:section level="2" title="13Cxx" id="wxsec5"><h2 id="wx200">13Cxx</h2>

<dl id="wx201">
<dd id="wx202">
<dl id="wx203">
<dd id="wx204"><b id="wx205">teoria dei moduli e degli ideali</b></dd>
</dl>
</dd>
</dl>

<ul id="wx206">
<li id="wx207"><b id="wx208">13C05</b>
<p id="wx209">struttura, teoremi di classificazione</p>
</li>

<li id="wx210"><b id="wx211">13C10</b>
<p id="wx212">moduli ed ideali proiettivi e liberi (vedi anche <a href="/wit/19-XX#19Axx" title="19-XX" wx:linktype="known" wx:pagename="19-XX" wx:page_id="212144" wx:fragment="19Axx" id="wx213">19A13</a>)</p>
</li>

<li id="wx214"><b id="wx215">13C11</b>
<p id="wx216">moduli ed ideali iniettivi e piatti</p>
</li>

<li id="wx217"><b id="wx218">13C12</b>
<p id="wx219">moduli ed ideali di torsione</p>
</li>

<li id="wx220"><b id="wx221">13C13</b>
<p id="wx222">altri tipi speciali</p>
</li>

<li id="wx223"><b id="wx224">13C14</b>
<p id="wx225">moduli di Cohen-Macaulay (vedi anche <a href="/wit/13-XX#_13Hxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Hxx" id="wx226">13H10</a>)</p>
</li>

<li id="wx227"><b id="wx228">13C15</b>
<p id="wx229">teoria della dimensione, profondità, anelli collegati (anelli catenari? ecc.)</p>
</li>

<li id="wx230"><b id="wx231">13C20</b>
<p id="wx232">gruppi di classe (vedi anche <a href="/wit/11-XX#11Rxx" title="11-XX" wx:linktype="known" wx:pagename="11-XX" wx:page_id="211772" wx:fragment="11Rxx" id="wx233">11R29</a>)</p>
</li>

<li id="wx234"><b id="wx235">13C40</b>
<p id="wx236">collegamento?linkage, intersezione completa ed ideali determinantali (vedi anche <a href="/wit/14-XX#14Mxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Mxx" id="wx237">14M12</a>)</p>
</li>

<li id="wx238"><b id="wx239">13C99</b>
<p id="wx240">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="_13Dxx" name="13Dxx"/>
</wx:section><wx:section level="2" title="13Dxx" id="wxsec6"><h2 id="wx241">13Dxx</h2>

<dl id="wx242">
<dd id="wx243">
<dl id="wx244">
<dd id="wx245"><b id="wx246">metodi omologici</b></dd>

<dd id="wx247">
<p id="wx248">{per gli anelli noncommutativi, vedi <a href="/wit/16-XX#16Exx" title="16-XX" wx:linktype="known" wx:pagename="16-XX" wx:page_id="212104" wx:fragment="16Exx" id="wx249">16Exx</a>; per le categorie generali, vedi <a href="/wit/18-XX#18Gxx" title="18-XX" wx:linktype="known" wx:pagename="18-XX" wx:page_id="212142" wx:fragment="18Gxx" id="wx250">18Gxx</a>}</p>
</dd>
</dl>
</dd>
</dl>

<ul id="wx251">
<li id="wx252"><b id="wx253">13D02</b>
<p id="wx254">sizigie e risoluzioni</p>
</li>

<li id="wx255"><b id="wx256">13D03</b>
<p id="wx257">omologia e coomologia di anelli e di algebre commutative (e.g., di Hochschild, di André-Quillen, ciclica, diedrale ecc.)</p>
</li>

<li id="wx258"><b id="wx259">13D05</b>
<p id="wx260">dimensione omologica</p>
</li>

<li id="wx261"><b id="wx262">13D07</b>
<p id="wx263">funtori omologici sui moduli (Tor, Ext ecc.)</p>
</li>

<li id="wx264"><b id="wx265">13D10</b>
<p id="wx266">deformazioni e metodi infinitesimali (vedi anche <a href="/wit/14-XX#14Bxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Bxx" id="wx267">14B10</a>, <a href="/wit/14-XX#14Bxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Bxx" id="wx268">14B12</a>, <a href="/wit/14-XX#14Dxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Dxx" id="wx269">14D15</a>, <a href="/wit/32-XX#32Gxx" title="32-XX" wx:linktype="known" wx:pagename="32-XX" wx:page_id="212836" wx:fragment="32Gxx" id="wx270">32Gxx</a>)</p>
</li>

<li id="wx271"><b id="wx272">13D15</b>
<p id="wx273">gruppi di Grothendieck, <i id="wx274">K</i>-teoria (vedi anche <a href="/wit/14-XX#14Cxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Cxx" id="wx275">14C35</a>, <a href="/wit/18-XX#18Fxx" title="18-XX" wx:linktype="known" wx:pagename="18-XX" wx:page_id="212142" wx:fragment="18Fxx" id="wx276">18F30</a>, <a href="/wit/19-XX#19Axx" title="19-XX" wx:linktype="known" wx:pagename="19-XX" wx:page_id="212144" wx:fragment="19Axx" id="wx277">19Axx</a>, <a href="/wit/19-XX#19Dxx" title="19-XX" wx:linktype="known" wx:pagename="19-XX" wx:page_id="212144" wx:fragment="19Dxx" id="wx278">19D50</a>)</p>
</li>

<li id="wx279"><b id="wx280">13D22</b>
<p id="wx281">congetture omologiche (teoremi di intersezione)</p>
</li>

<li id="wx282"><b id="wx283">13D25</b>
<p id="wx284">complessi</p>
</li>

<li id="wx285"><b id="wx286">13D30</b>
<p id="wx287">teoria della torsione (vedi anche <a href="/wit/13-XX#_13Cxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Cxx" id="wx288">13C12</a>, <a href="/wit/18-XX#18Exx" title="18-XX" wx:linktype="known" wx:pagename="18-XX" wx:page_id="212142" wx:fragment="18Exx" id="wx289">18E40</a>)</p>
</li>

<li id="wx290"><b id="wx291">13D40</b>
<p id="wx292">funzioni di Hilbert-Samuel e di Hilbert-Kunz; serie di Poincaré</p>
</li>

<li id="wx293"><b id="wx294">13D45</b>
<p id="wx295">coomologia locale (vedi anche <a href="/wit/14-XX#14Bxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Bxx" id="wx296">14B15</a>)</p>
</li>

<li id="wx297"><b id="wx298">13D99</b>
<p id="wx299">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="_13Exx" name="13Exx"/>
</wx:section><wx:section level="2" title="13Exx" id="wxsec7"><h2 id="wx300">13Exx</h2>

<dl id="wx301">
<dd id="wx302">
<dl id="wx303">
<dd id="wx304"><b id="wx305">condizioni catenarie, condizioni di finitezza</b></dd>
</dl>
</dd>
</dl>

<ul id="wx306">
<li id="wx307"><b id="wx308">13E05</b>
<p id="wx309">anelli e moduli noetheriani</p>
</li>

<li id="wx310"><b id="wx311">13E10</b>
<p id="wx312">anelli e moduli artiniani, algebre di dimensione finita</p>
</li>

<li id="wx313"><b id="wx314">13E15</b>
<p id="wx315">anelli e moduli finitamente generati o finitamente presentati</p>
</li>

<li id="wx316"><b id="wx317">13E99</b>
<p id="wx318">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="_13Fxx" name="13Fxx"/>
</wx:section><wx:section level="2" title="13Fxx" id="wxsec8"><h2 id="wx319">13Fxx</h2>

<dl id="wx320">
<dd id="wx321">
<dl id="wx322">
<dd id="wx323"><b id="wx324">anelli aritmetici ed altri anelli speciali</b></dd>
</dl>
</dd>
</dl>

<ul id="wx325">
<li id="wx326"><b id="wx327">13F05</b>
<p id="wx328">anelli di Dedekind, di Krull e di Prüfer e loro generalizzazioni</p>
</li>

<li id="wx329"><b id="wx330">13F07</b>
<p id="wx331">anelli euclidei e loro generalizzazioni</p>
</li>

<li id="wx332"><b id="wx333">13F10</b>
<p id="wx334">anelli ad ideali principali</p>
</li>

<li id="wx335"><b id="wx336">13F15</b>
<p id="wx337">anelli fattoriali, domini a fattorizzazione unica (vedi anche <a href="/wit/14-XX#14Mxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Mxx" id="wx338">14M05</a>)</p>
</li>

<li id="wx339"><b id="wx340">13F20</b>
<p id="wx341">anelli ed ideali di polinomi; anelli di polinomi a valori interi (vedi anche <a href="/wit/11-XX#11Cxx" title="11-XX" wx:linktype="known" wx:pagename="11-XX" wx:page_id="211772" wx:fragment="11Cxx" id="wx342">11C08</a>, <a href="/wit/13-XX#_13Bxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Bxx" id="wx343">13B25</a>)</p>
</li>

<li id="wx344"><b id="wx345">13F25</b>
<p id="wx346">anelli di serie di potenze formali (vedi anche <a href="/wit/13-XX#_13Jxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Jxx" id="wx347">13J05</a>)</p>
</li>

<li id="wx348"><b id="wx349">13F30</b>
<p id="wx350">anelli di valutazione (vedi anche <a href="/wit/13-XX#_13Axx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Axx" id="wx351">13A18</a>)</p>
</li>

<li id="wx352"><b id="wx353">13F40</b>
<p id="wx354">anelli eccellenti</p>
</li>

<li id="wx355"><b id="wx356">13F45</b>
<p id="wx357">anelli seminormali</p>
</li>

<li id="wx358"><b id="wx359">13F50</b>
<p id="wx360">anelli con leggi di raddrizzamento, algebre di Hodge</p>
</li>

<li id="wx361"><b id="wx362">13F55</b>
<p id="wx363">anelli di Face e di Stanley-Resner; complessi simpliciali (vedi anche <a href="/wit/55-XX#55Uxx" title="55-XX" wx:linktype="known" wx:pagename="55-XX" wx:page_id="213140" wx:fragment="55Uxx" id="wx364">55U10</a>)</p>
</li>

<li id="wx365"><b id="wx366">13F99</b>
<p id="wx367">diverso da quanto sopra, ma in questa sezione</p>
</li>

<li id="wx368"><b id="wx369">13G05</b>
<p id="wx370">domini di integrità</p>
</li>
</ul>

<a id="_13Hxx" name="13Hxx"/>
</wx:section><wx:section level="2" title="13Hxx" id="wxsec9"><h2 id="wx371">13Hxx</h2>

<dl id="wx372">
<dd id="wx373">
<dl id="wx374">
<dd id="wx375"><b id="wx376">anelli locali ed anelli semilocali</b></dd>
</dl>
</dd>
</dl>

<ul id="wx377">
<li id="wx378"><b id="wx379">13H05</b>
<p id="wx380">anelli locali regolari</p>
</li>

<li id="wx381"><b id="wx382">13H10</b>
<p id="wx383">tipi speciali (di Cohen-Macaulay, di Gorenstein, di Buchsbaum ecc.) (vedi anche <a href="/wit/14-XX#14Mxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Mxx" id="wx384">14M05</a>)</p>
</li>

<li id="wx385"><b id="wx386">13H15</b>
<p id="wx387">teoria della molteplicità ed argomenti collegati (vedi anche <a href="/wit/14-XX#14Cxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Cxx" id="wx388">14C17</a>)</p>
</li>

<li id="wx389"><b id="wx390">13H99 diverso da quanto sopra, ma in questa sezione</b></li>
</ul>

<a id="_13Jxx" name="13Jxx"/>
</wx:section><wx:section level="2" title="13Jxx" id="wxsec10"><h2 id="wx391">13Jxx</h2>

<dl id="wx392">
<dd id="wx393">
<dl id="wx394">
<dd id="wx395"><b id="wx396">anelli e moduli topologici</b></dd>

<dd id="wx397">
<p id="wx398">(vedi anche <a href="/wit/16-XX#16Wxx" title="16-XX" wx:linktype="known" wx:pagename="16-XX" wx:page_id="212104" wx:fragment="16Wxx" id="wx399">16W60</a>, <a href="/wit/16-XX#16Wxx" title="16-XX" wx:linktype="known" wx:pagename="16-XX" wx:page_id="212104" wx:fragment="16Wxx" id="wx400">16W80</a>)</p>
</dd>
</dl>
</dd>
</dl>

<ul id="wx401">
<li id="wx402"><b id="wx403">13J05</b>
<p id="wx404">anelli di serie di potenze (vedi anche <a href="/wit/13-XX#_13Fxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Fxx" id="wx405">13F25</a>)</p>
</li>

<li id="wx406"><b id="wx407">13J07</b>
<p id="wx408">algebre analitiche ed anelli analitici (vedi anche <a href="/wit/32-XX#32Bxx" title="32-XX" wx:linktype="known" wx:pagename="32-XX" wx:page_id="212836" wx:fragment="32Bxx" id="wx409">32B05</a>)</p>
</li>

<li id="wx410"><b id="wx411">13J10</b>
<p id="wx412">anelli completi, completamento (vedi anche <a href="/wit/13-XX#_13Bxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Bxx" id="wx413">13B35</a>)</p>
</li>

<li id="wx414"><b id="wx415">13J15</b>
<p id="wx416">anelli henseliani (vedi anche <a href="/wit/13-XX#_13Bxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Bxx" id="wx417">13B40</a>)</p>
</li>

<li id="wx418"><b id="wx419">13J20</b>
<p id="wx420">anelli topologici globali</p>
</li>

<li id="wx421"><b id="wx422">13J25</b>
<p id="wx423">anelli ordinati (vedi anche <a href="/wit/06-XX#06Fxx" title="06-XX" wx:linktype="known" wx:pagename="06-XX" wx:page_id="211590" wx:fragment="06Fxx" id="wx424">06F25</a>)</p>
</li>

<li id="wx425"><b id="wx426">13J30</b>
<p id="wx427">algebra dei reali? (vedi anche <a href="/wit/12-XX#12Dxx" title="12-XX" wx:linktype="known" wx:pagename="12-XX" wx:page_id="211499" wx:fragment="12Dxx" id="wx428">12Dxx</a>, <a href="/wit/14-XX#14Pxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Pxx" id="wx429">14Pxx</a>)</p>
</li>

<li id="wx430"><b id="wx431">13J99</b>
<p id="wx432">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="_13Kxx" name="13Kxx"/>
</wx:section><wx:section level="2" title="13Kxx" id="wxsec11"><h2 id="wx433">13Kxx</h2>

<ul id="wx434">
<li id="wx435"><b id="wx436">13K05</b>
<p id="wx437">vettori di Witt ed anelli collegati</p>
</li>
</ul>

<a id="_13Lxx" name="13Lxx"/>
</wx:section><wx:section level="2" title="13Lxx" id="wxsec12"><h2 id="wx438">13Lxx</h2>

<ul id="wx439">
<li id="wx440"><b id="wx441">13L05</b>
<p id="wx442">applicazioni della logica all'algebra commutativa (vedi anche <a href="/wit/03-XX#03Cxx" title="03-XX" wx:linktype="known" wx:pagename="03-XX" wx:page_id="211575" wx:fragment="03Cxx" id="wx443">03Cxx</a>, <a href="/wit/03-XX#03Hxx" title="03-XX" wx:linktype="known" wx:pagename="03-XX" wx:page_id="211575" wx:fragment="03Hxx" id="wx444">03Hxx</a>)</p>
</li>
</ul>

<a id="_13Mxx" name="13Mxx"/>
</wx:section><wx:section level="2" title="13Mxx" id="wxsec13"><h2 id="wx445">13Mxx</h2>

<dl id="wx446">
<dd id="wx447">
<dl id="wx448">
<dd id="wx449"><b id="wx450">anelli commutativi finiti</b></dd>

<dd id="wx451">
<p id="wx452">{per aspetti di teoria dei numeri, vedi <a href="/wit/11-XX#11Txx" title="11-XX" wx:linktype="known" wx:pagename="11-XX" wx:page_id="211772" wx:fragment="11Txx" id="wx453">11Txx</a>}</p>
</dd>
</dl>
</dd>
</dl>

<ul id="wx454">
<li id="wx455"><b id="wx456">13M05</b>
<p id="wx457">struttura</p>
</li>

<li id="wx458"><b id="wx459">13M10</b>
<p id="wx460">polinomi (anelli commutativi)</p>
</li>

<li id="wx461"><b id="wx462">13M99</b>
<p id="wx463">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="_13Nxx" name="13Nxx"/>
</wx:section><wx:section level="2" title="13Nxx" id="wxsec14"><h2 id="wx464">13Nxx</h2>

<dl id="wx465">
<dd id="wx466">
<dl id="wx467">
<dd id="wx468"><b id="wx469">algebra differenziale</b></dd>

<dd id="wx470">
<p id="wx471">(vedi anche <a href="/wit/12-XX#12Hxx" title="12-XX" wx:linktype="known" wx:pagename="12-XX" wx:page_id="211499" wx:fragment="12Hxx" id="wx472">12H05</a>, <a href="/wit/14-XX#14Fxx" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" wx:fragment="14Fxx" id="wx473">14F10</a>)</p>
</dd>
</dl>
</dd>
</dl>

<ul id="wx474">
<li id="wx475"><b id="wx476">13N05</b>
<p id="wx477">moduli di differenziali (vedi anche <a href="/wit/16-XX#16Sxx" title="16-XX" wx:linktype="known" wx:pagename="16-XX" wx:page_id="212104" wx:fragment="16Sxx" id="wx478">16S32</a>)</p>
</li>

<li id="wx479"><b id="wx480">13N10</b>
<p id="wx481">anelli di operatori differenziali e loro moduli (vedi anche <a href="/wit/16-XX#16Sxx" title="16-XX" wx:linktype="known" wx:pagename="16-XX" wx:page_id="212104" wx:fragment="16Sxx" id="wx482">16S32</a>, <a href="/wit/32-XX#32Cxx" title="32-XX" wx:linktype="known" wx:pagename="32-XX" wx:page_id="212836" wx:fragment="32Cxx" id="wx483">32C38</a>)</p>
</li>

<li id="wx484"><b id="wx485">13N15</b>
<p id="wx486">derivazioni</p>
</li>

<li id="wx487"><b id="wx488">13N99</b>
<p id="wx489">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="_13Pxx" name="13Pxx"/>
</wx:section><wx:section level="2" title="13Pxx" id="wxsec15"><h2 id="wx490">13Pxx</h2>

<dl id="wx491">
<dd id="wx492">
<dl id="wx493">
<dd id="wx494"><b id="wx495">aspetti computazionali dell'algebra commutativa</b></dd>

<dd id="wx496">
<p id="wx497">(vedi anche <a href="/wit/68-XX#68Wxx" title="68-XX" wx:linktype="known" wx:pagename="68-XX" wx:page_id="213295" wx:fragment="68Wxx" id="wx498">68W30</a>)</p>
</dd>
</dl>
</dd>
</dl>

<ul id="wx499">
<li id="wx500"><b id="wx501">13P05</b>
<p id="wx502">polinomi, fattorizzazione (vedi anche <a href="/wit/12-XX#12Yxx" title="12-XX" wx:linktype="known" wx:pagename="12-XX" wx:page_id="211499" wx:fragment="12Yxx" id="wx503">12Y05</a>)</p>
</li>

<li id="wx504"><b id="wx505">13P10</b>
<p id="wx506">ideali di polinomi, basi di Gröbner <a href="/wit/13-XX#_13Fxx" title="13-XX" wx:linktype="known" wx:pagename="13-XX" wx:page_id="211899" wx:fragment="_13Fxx" id="wx507">13F20</a>)</p>
</li>

<li id="wx508"><b id="wx509">13N99</b>
<p id="wx510">diverso da quanto sopra, ma in questa sezione</p>
</li>
</ul>

<a id="Voci_correlate" name="Voci_correlate"/>
</wx:section><wx:section level="2" title="Voci correlate" id="wxsec16"><h2 id="wx511">Voci correlate</h2>

<ul id="wx512">
<li id="wx513"><a href="/wit/Anello_commutativo" title="Anello commutativo" wx:linktype="known" wx:pagename="Anello_commutativo" wx:page_id="273217" id="wx514">Anello commutativo</a></li>

<li id="wx515"><a href="/wit/Algebra_commutativa" title="Algebra commutativa" wx:linktype="known" wx:pagename="Algebra_commutativa" wx:page_id="12084" id="wx516">Algebra commutativa</a></li>

<li id="wx517"><a href="/wit/Testi_sulla_teoria_degli_anelli" title="Testi sulla teoria degli anelli" wx:linktype="known" wx:pagename="Testi_sulla_teoria_degli_anelli" wx:page_id="217323" id="wx518">Testi sulla teoria degli anelli</a></li>

<li id="wx519"><a href="/wit/Testi_sull%27algebra_commutativa" title="Testi sull'algebra commutativa" wx:linktype="known" wx:pagename="Testi_sull'algebra_commutativa" wx:page_id="217122" id="wx520">Testi sull'algebra commutativa</a></li>
</ul>

<wx:template id="wx_t2" pagename="Template:MSC" page_id="209762"/>
<div style="clear:both; margin-bottom: .5em; padding: 0 .5em; background:#F5F5FF; border:2px solid #37C; text-align:center" id="wx521">
<p id="wx522"><b id="wx523"><a href="/wit/Classificazione_delle_ricerche_matematiche" title="Classificazione delle ricerche matematiche" wx:linktype="known" wx:pagename="Classificazione_delle_ricerche_matematiche" wx:page_id="43111" id="wx524">Classificazione delle ricerche matematiche</a>: sezioni di livello 1</b><br id="wx525"/>
<small id="wx526"><a href="/wit/00-XX" title="00-XX" wx:linktype="known" wx:pagename="00-XX" wx:page_id="209831" id="wx527">00-XX</a> <a href="/wit/01-XX" title="01-XX" wx:linktype="known" wx:pagename="01-XX" wx:page_id="209835" id="wx528">01</a> <a href="/wit/03-XX" title="03-XX" wx:linktype="known" wx:pagename="03-XX" wx:page_id="211575" id="wx529">03</a> <a href="/wit/05-XX" title="05-XX" wx:linktype="known" wx:pagename="05-XX" wx:page_id="207498" id="wx530">05</a> <a href="/wit/06-XX" title="06-XX" wx:linktype="known" wx:pagename="06-XX" wx:page_id="211590" id="wx531">06</a> <a href="/wit/08-XX" title="08-XX" wx:linktype="known" wx:pagename="08-XX" wx:page_id="211611" id="wx532">08</a> <b id="wx533">|</b> <a href="/wit/11-XX" title="11-XX" wx:linktype="known" wx:pagename="11-XX" wx:page_id="211772" id="wx534">11</a> <a href="/wit/12-XX" title="12-XX" wx:linktype="known" wx:pagename="12-XX" wx:page_id="211499" id="wx535">12</a> <a href="/wit/13-XX" title="13-XX" wx:linktype="self" wx:pagename="13-XX" wx:page_id="211899" id="wx536">13</a> <a href="/wit/14-XX" title="14-XX" wx:linktype="known" wx:pagename="14-XX" wx:page_id="212040" id="wx537">14</a> <a href="/wit/15-XX" title="15-XX" wx:linktype="known" wx:pagename="15-XX" wx:page_id="209882" id="wx538">15</a> <a href="/wit/16-XX" title="16-XX" wx:linktype="known" wx:pagename="16-XX" wx:page_id="212104" id="wx539">16</a> <a href="/wit/17-XX" title="17-XX" wx:linktype="known" wx:pagename="17-XX" wx:page_id="212111" id="wx540">17</a> <a href="/wit/18-XX" title="18-XX" wx:linktype="known" wx:pagename="18-XX" wx:page_id="212142" id="wx541">18</a> <a href="/wit/19-XX" title="19-XX" wx:linktype="known" wx:pagename="19-XX" wx:page_id="212144" id="wx542">19</a> <a href="/wit/20-XX" title="20-XX" wx:linktype="known" wx:pagename="20-XX" wx:page_id="212152" id="wx543">20</a> <a href="/wit/22-XX" title="22-XX" wx:linktype="known" wx:pagename="22-XX" wx:page_id="212158" id="wx544">22</a> <b id="wx545">|</b> <a href="/wit/26-XX" title="26-XX" wx:linktype="known" wx:pagename="26-XX" wx:page_id="211511" id="wx546">26</a> <a href="/wit/28-XX" title="28-XX" wx:linktype="known" wx:pagename="28-XX" wx:page_id="212319" id="wx547">28</a> <a href="/wit/30-XX" title="30-XX" wx:linktype="known" wx:pagename="30-XX" wx:page_id="212830" id="wx548">30</a> <a href="/wit/31-XX" title="31-XX" wx:linktype="known" wx:pagename="31-XX" wx:page_id="212833" id="wx549">31</a> <a href="/wit/32-XX" title="32-XX" wx:linktype="known" wx:pagename="32-XX" wx:page_id="212836" id="wx550">32</a> <a href="/wit/33-XX" title="33-XX" wx:linktype="known" wx:pagename="33-XX" wx:page_id="208046" id="wx551">33</a> <a href="/wit/34-XX" title="34-XX" wx:linktype="known" wx:pagename="34-XX" wx:page_id="212846" id="wx552">34</a> <a href="/wit/35-XX" title="35-XX" wx:linktype="known" wx:pagename="35-XX" wx:page_id="212986" id="wx553">35</a> <a href="/wit/37-XX" title="37-XX" wx:linktype="known" wx:pagename="37-XX" wx:page_id="212991" id="wx554">37</a> <a href="/wit/39-XX" title="39-XX" wx:linktype="known" wx:pagename="39-XX" wx:page_id="212852" id="wx555">39</a> <a href="/wit/40-XX" title="40-XX" wx:linktype="known" wx:pagename="40-XX" wx:page_id="212858" id="wx556">40</a> <a href="/wit/41-XX" title="41-XX" wx:linktype="known" wx:pagename="41-XX" wx:page_id="212860" id="wx557">41</a> <a href="/wit/42-XX" title="42-XX" wx:linktype="known" wx:pagename="42-XX" wx:page_id="212867" id="wx558">42</a> <a href="/wit/43-XX" title="43-XX" wx:linktype="known" wx:pagename="43-XX" wx:page_id="212869" id="wx559">43</a> <a href="/wit/44-XX" title="44-XX" wx:linktype="known" wx:pagename="44-XX" wx:page_id="212870" id="wx560">44</a> <a href="/wit/45-XX" title="45-XX" wx:linktype="known" wx:pagename="45-XX" wx:page_id="212873" id="wx561">45</a> <a href="/wit/46-XX" title="46-XX" wx:linktype="known" wx:pagename="46-XX" wx:page_id="212915" id="wx562">46</a> <a href="/wit/47-XX" title="47-XX" wx:linktype="known" wx:pagename="47-XX" wx:page_id="212967" id="wx563">47</a> <a href="/wit/49-XX" title="49-XX" wx:linktype="known" wx:pagename="49-XX" wx:page_id="212880" id="wx564">49</a> <b id="wx565">|</b><br id="wx566"/>
 <a href="/wit/51-XX" title="51-XX" wx:linktype="known" wx:pagename="51-XX" wx:page_id="213130" id="wx567">51</a> <a href="/wit/52-XX" title="52-XX" wx:linktype="known" wx:pagename="52-XX" wx:page_id="213131" id="wx568">52</a> <a href="/wit/53-XX" title="53-XX" wx:linktype="known" wx:pagename="53-XX" wx:page_id="213133" id="wx569">53</a> <a href="/wit/54-XX" title="54-XX" wx:linktype="known" wx:pagename="54-XX" wx:page_id="213137" id="wx570">54</a> <a href="/wit/55-XX" title="55-XX" wx:linktype="known" wx:pagename="55-XX" wx:page_id="213140" id="wx571">55</a> <a href="/wit/57-XX" title="57-XX" wx:linktype="known" wx:pagename="57-XX" wx:page_id="213209" id="wx572">57</a> <a href="/wit/58-XX" title="58-XX" wx:linktype="known" wx:pagename="58-XX" wx:page_id="213223" id="wx573">58</a> <b id="wx574">|</b> <a href="/wit/60-XX" title="60-XX" wx:linktype="known" wx:pagename="60-XX" wx:page_id="213240" id="wx575">60</a> <a href="/wit/62-XX" title="62-XX" wx:linktype="known" wx:pagename="62-XX" wx:page_id="213243" id="wx576">62</a> <a href="/wit/65-XX" title="65-XX" wx:linktype="known" wx:pagename="65-XX" wx:page_id="213288" id="wx577">65</a> <a href="/wit/68-XX" title="68-XX" wx:linktype="known" wx:pagename="68-XX" wx:page_id="213295" id="wx578">68</a> <b id="wx579">|</b> <a href="/wit/70-XX" title="70-XX" wx:linktype="known" wx:pagename="70-XX" wx:page_id="213034" id="wx580">70</a> <a href="/wit/74-XX" title="74-XX" wx:linktype="known" wx:pagename="74-XX" wx:page_id="213028" id="wx581">74</a> <a href="/wit/76-XX" title="76-XX" wx:linktype="known" wx:pagename="76-XX" wx:page_id="213025" id="wx582">76</a> <a href="/wit/78-XX" title="78-XX" wx:linktype="known" wx:pagename="78-XX" wx:page_id="213017" id="wx583">78</a> <b id="wx584">|</b> <a href="/wit/80-XX" title="80-XX" wx:linktype="known" wx:pagename="80-XX" wx:page_id="213014" id="wx585">80</a> <a href="/wit/81-XX" title="81-XX" wx:linktype="known" wx:pagename="81-XX" wx:page_id="213012" id="wx586">81</a> <a href="/wit/82-XX" title="82-XX" wx:linktype="known" wx:pagename="82-XX" wx:page_id="213010" id="wx587">82</a> <a href="/wit/83-XX" title="83-XX" wx:linktype="known" wx:pagename="83-XX" wx:page_id="213009" id="wx588">83</a> <a href="/wit/85-XX" title="85-XX" wx:linktype="known" wx:pagename="85-XX" wx:page_id="213008" id="wx589">85</a> <a href="/wit/86-XX" title="86-XX" wx:linktype="known" wx:pagename="86-XX" wx:page_id="213005" id="wx590">86</a> <b id="wx591">|</b> <a href="/wit/90-XX" title="90-XX" wx:linktype="known" wx:pagename="90-XX" wx:page_id="212282" id="wx592">90</a> <a href="/wit/91-XX" title="91-XX" wx:linktype="known" wx:pagename="91-XX" wx:page_id="212289" id="wx593">91</a> <a href="/wit/92-XX" title="92-XX" wx:linktype="known" wx:pagename="92-XX" wx:page_id="212291" id="wx594">92</a> <a href="/wit/93-XX" title="93-XX" wx:linktype="known" wx:pagename="93-XX" wx:page_id="212298" id="wx595">93</a> <a href="/wit/94-XX" title="94-XX" wx:linktype="known" wx:pagename="94-XX" wx:page_id="212302" id="wx596">94</a> <a href="/wit/97-XX" title="97-XX" wx:linktype="known" wx:pagename="97-XX" wx:page_id="209611" id="wx597">97-XX</a></small></p>
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<p id="wx598"><br id="wx599"/>
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<ul style="display:block; clear:both; list-style-image:none; list-style-type:none; width:100%; vertical-align:middle; margin:0; margin-bottom:1em; padding:0; min-height:27px" id="wx601">
<li style="float:left; height:27px; line-height:25px; width:100%; margin:0; margin-top:.5em; margin-left:0; margin-right:0; padding:0; border:1px solid #CCF; background-color:#F0EEFF" title="Accedi alle voci di Wikipedia che parlano di matematica" id="wx602"><a href="/wit/Immagine:Stub_matematica.png" title="matematica" wx:linktype="image" wx:pagename="Immagine:Stub_matematica.png" wx:page_id="627197" id="wx603"><img src="/wit/Immagine:Stub_matematica.png" alt="matematica" width="25" height="25" id="wx604"/></a> <b id="wx605"><a href="/wit/Portale:matematica" class="new" title="Portale:matematica" wx:linktype="unknown" wx:pagename="Portale:matematica" id="wx606">Portale Matematica</a></b>
<p id="wx607">:  accedi alle voci di Wikipedia che parlano di matematica</p>
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<a href="/wit/index.php?title=Speciale:Categories&amp;article=13-XX" title="Speciale:Categories" wx:linktype="known" wx:pagename="Speciale:Categories" id="wx608">Categorie</a>: <span dir="ltr" id="wx609"><a href="/wit/Categoria:Algebra_commutativa" title="Categoria:Algebra commutativa" wx:linktype="known" wx:pagename="Categoria:Algebra_commutativa" wx:page_id="211900" id="wx610">Algebra commutativa</a></span> | <span dir="ltr" id="wx611"><a href="/wit/Categoria:Teoria_degli_anelli" title="Categoria:Teoria degli anelli" wx:linktype="known" wx:pagename="Categoria:Teoria_degli_anelli" wx:page_id="42776" id="wx612">Teoria degli anelli</a></span> | <span dir="ltr" id="wx613"><a href="/wit/Categoria:Teoria_dei_moduli" title="Categoria:Teoria dei moduli" wx:linktype="known" wx:pagename="Categoria:Teoria_dei_moduli" wx:page_id="222776" id="wx614">Teoria dei moduli</a></span> | <span dir="ltr" id="wx615"><a href="/wit/Categoria:Schema_di_classificazione_MSC" title="Categoria:Schema di classificazione MSC" wx:linktype="known" wx:pagename="Categoria:Schema_di_classificazione_MSC" wx:page_id="207500" id="wx616">Schema di classificazione MSC</a></span></div>
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<p id="wx617">matematica</p>
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