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    <title>MaplePrimes - answers and comments on Question, Extracting all operands from an expression</title>
    <link>http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Tue, 09 Jun 2026 06:51:09 GMT</lastBuildDate>
    <pubDate>Tue, 09 Jun 2026 06:51:09 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest answers and comments added to the Question, Extracting all operands from an expression</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - answers and comments on Question, Extracting all operands from an expression</title>
      <link>http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression</link>
    </image>
    <item>
      <title>ToInert and dismantle</title>
      <link>http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression?ref=Feed:MaplePrimes:Extracting all operands from an expression:Comments#answer144487</link>
      <itunes:summary>&lt;p&gt;Check out &lt;a href="http://www.maplesoft.com/support/help/search.aspx?term=ToInert"&gt;?ToInert&lt;/a&gt; and &lt;a href="http://www.maplesoft.com/support/help/search.aspx?term=dismantle"&gt;?dismantle&lt;/a&gt;. The former returns a result that is logically identical to what you want; it is just not presented visually as a tree. The latter displays the output in tree form, but includes details that you might find irrelevant. It would be relatively easy to convert the &lt;strong&gt;ToInert &lt;/strong&gt;output to an explicitly presented tree by using the &lt;strong&gt;GraphTheory &lt;/strong&gt;package and its &lt;strong&gt;DrawNetwork&lt;/strong&gt; command.&lt;/p&gt;
&lt;p&gt;Example:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ToInert(x+2*y*z^2)&lt;/strong&gt;;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;Check out &lt;a href="http://www.maplesoft.com/support/help/search.aspx?term=ToInert"&gt;?ToInert&lt;/a&gt; and &lt;a href="http://www.maplesoft.com/support/help/search.aspx?term=dismantle"&gt;?dismantle&lt;/a&gt;. The former returns a result that is logically identical to what you want; it is just not presented visually as a tree. The latter displays the output in tree form, but includes details that you might find irrelevant. It would be relatively easy to convert the &lt;strong&gt;ToInert &lt;/strong&gt;output to an explicitly presented tree by using the &lt;strong&gt;GraphTheory &lt;/strong&gt;package and its &lt;strong&gt;DrawNetwork&lt;/strong&gt; command.&lt;/p&gt;
&lt;p&gt;Example:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ToInert(x+2*y*z^2)&lt;/strong&gt;;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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alt=""&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <guid>144487</guid>
      <pubDate>Mon, 11 Mar 2013 23:23:47 Z</pubDate>
      <itunes:author>Carl Love</itunes:author>
      <author>Carl Love</author>
    </item>
    <item>
      <title>Thank you for the reply</title>
      <link>http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression?ref=Feed:MaplePrimes:Extracting all operands from an expression:Comments#comment144488</link>
      <itunes:summary>&lt;p&gt;Thank you for the reply but I'm looking to take an expression in my procedure and output an informative representation of it as a graph, using the GraphTheory package.The trees were just examples on how the graph should look like.&lt;br&gt;I've read the documentation on both functions right now I'm trying to figure it out how to implement them in my procedure.&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;Thank you for the reply but I'm looking to take an expression in my procedure and output an informative representation of it as a graph, using the GraphTheory package.The trees were just examples on how the graph should look like.&lt;br&gt;I've read the documentation on both functions right now I'm trying to figure it out how to implement them in my procedure.&lt;/p&gt;</description>
      <guid>144488</guid>
      <pubDate>Mon, 11 Mar 2013 23:47:50 Z</pubDate>
      <itunes:author>JamesK</itunes:author>
      <author>JamesK</author>
    </item>
    <item>
      <title>Oh</title>
      <link>http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression?ref=Feed:MaplePrimes:Extracting all operands from an expression:Comments#comment144489</link>
      <itunes:summary>&lt;p&gt;I didn't see your final answer....ok I will try that.&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;I didn't see your final answer....ok I will try that.&lt;/p&gt;</description>
      <guid>144489</guid>
      <pubDate>Mon, 11 Mar 2013 23:50:23 Z</pubDate>
      <itunes:author>JamesK</itunes:author>
      <author>JamesK</author>
    </item>
    <item>
      <title>How to convert</title>
      <link>http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression?ref=Feed:MaplePrimes:Extracting all operands from an expression:Comments#comment144533</link>
      <itunes:summary>&lt;p&gt;I've looked in the Graph Theory package but I can't see any function that will help to convert the output of ToInert to a graph/tree and preserve the relationships between the operands in order to use the &lt;span&gt;&lt;strong&gt;DrawNetwork&lt;/strong&gt;&lt;/span&gt; command.I've tried again using 'op' on the output created by ToInert but that didn't work.Any suggestions?&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;I've looked in the Graph Theory package but I can't see any function that will help to convert the output of ToInert to a graph/tree and preserve the relationships between the operands in order to use the &lt;span&gt;&lt;strong&gt;DrawNetwork&lt;/strong&gt;&lt;/span&gt; command.I've tried again using 'op' on the output created by ToInert but that didn't work.Any suggestions?&lt;/p&gt;</description>
      <guid>144533</guid>
      <pubDate>Tue, 12 Mar 2013 22:26:45 Z</pubDate>
      <itunes:author>JamesK</itunes:author>
      <author>JamesK</author>
    </item>
    <item>
      <title>I posted in the followup thread</title>
      <link>http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression?ref=Feed:MaplePrimes:Extracting all operands from an expression:Comments#comment144717</link>
      <itunes:summary>&lt;p&gt;&lt;a href="http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression#comment144533"&gt;@JamesK&lt;/a&gt; I just posted a module with the required functionality in your followup thread.&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;&lt;a href="http://www.mapleprimes.com/questions/144486-Extracting-All-Operands-From-An-Expression#comment144533"&gt;@JamesK&lt;/a&gt; I just posted a module with the required functionality in your followup thread.&lt;/p&gt;</description>
      <guid>144717</guid>
      <pubDate>Sun, 17 Mar 2013 05:02:08 Z</pubDate>
      <itunes:author>Carl Love</itunes:author>
      <author>Carl Love</author>
    </item>
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