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  <channel>
    <title>MaplePrimes - Newest Questions and Posts</title>
    <link>http://www.mapleprimes.com</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Sun, 27 Sep 2026 15:50:03 GMT</lastBuildDate>
    <pubDate>Sun, 27 Sep 2026 15:50:03 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest questions and posts added to MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - Newest Questions and Posts</title>
      <link>http://www.mapleprimes.com</link>
    </image>
    <item>
      <title>Maple gets unresponsive with Nvidia drivers passt 610</title>
      <link>http://www.mapleprimes.com/questions/243789-Maple-Gets-Unresponsive-With-Nvidia?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;If I install any Nvidia driver, that was released after 610.x, eg. 616.x or 617.x, Maple gets kind of unresponsive.&lt;/p&gt;

&lt;p&gt;Example 1: I have an empty worksheet. Then I enter one line, like &amp;quot;y:=1+2&amp;quot; and after that, sometimes I can&amp;#39;t press return. Nothing happens. If I now close Maple, using the X on the upper right, nothing more happens.&lt;/p&gt;

&lt;p&gt;Example 2: I have a new, unsaved worksheet with nothing spectacular in it, just one simple line, and I want to close it with the X in the worksheet tabs. Then Maple asks me, if I want to save it. When I no click on &amp;quot;No&amp;quot;, nothing more happens. The tab remains open. Now I can click the X in the tab bar again, and Maple will ask me the next time, if I want to save. Then I again click on &amp;quot;No&amp;quot; and the document is still open. - I could repeat this for hours, the result will always be the same.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Exmaple 3: I have a new document and entered one single term. If I now press the Enter-Key, nothing happens. The cursor remains in the first line. I still can edit the term without any problems. But as Enter does not work, I cannot do anything with this term.&lt;/p&gt;

&lt;p&gt;In all cases, I used as example, Maple seems not to hang completely. You can switch between tabs, you can scroll through the ribbons, you get dialog-boxes. But it seems, as if Maple has stopped to respond to commands.&lt;/p&gt;

&lt;p&gt;If I now revert to the Nvidia driver 610.88, everythins works fine without any problems. All three examples are working, as a user would expect.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;If I install any Nvidia driver, that was released after 610.x, eg. 616.x or 617.x, Maple gets kind of unresponsive.&lt;/p&gt;

&lt;p&gt;Example 1: I have an empty worksheet. Then I enter one line, like &amp;quot;y:=1+2&amp;quot; and after that, sometimes I can&amp;#39;t press return. Nothing happens. If I now close Maple, using the X on the upper right, nothing more happens.&lt;/p&gt;

&lt;p&gt;Example 2: I have a new, unsaved worksheet with nothing spectacular in it, just one simple line, and I want to close it with the X in the worksheet tabs. Then Maple asks me, if I want to save it. When I no click on &amp;quot;No&amp;quot;, nothing more happens. The tab remains open. Now I can click the X in the tab bar again, and Maple will ask me the next time, if I want to save. Then I again click on &amp;quot;No&amp;quot; and the document is still open. - I could repeat this for hours, the result will always be the same.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Exmaple 3: I have a new document and entered one single term. If I now press the Enter-Key, nothing happens. The cursor remains in the first line. I still can edit the term without any problems. But as Enter does not work, I cannot do anything with this term.&lt;/p&gt;

&lt;p&gt;In all cases, I used as example, Maple seems not to hang completely. You can switch between tabs, you can scroll through the ribbons, you get dialog-boxes. But it seems, as if Maple has stopped to respond to commands.&lt;/p&gt;

&lt;p&gt;If I now revert to the Nvidia driver 610.88, everythins works fine without any problems. All three examples are working, as a user would expect.&lt;/p&gt;
</description>
      <guid>243789</guid>
      <pubDate>Sun, 27 Sep 2026 14:06:10 Z</pubDate>
      <itunes:author>michaelgrabowski</itunes:author>
      <author>michaelgrabowski</author>
    </item>
    <item>
      <title>Shortcut hints with the ribbon interface</title>
      <link>http://www.mapleprimes.com/posts/235740-Shortcut-Hints-With-The-Ribbon-Interface?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;&lt;span style="font-size:16px;"&gt;The former Maple UI displayed shortcut-keys in the menu entries. There was no need to consult the help system and good overview of possible menu control alternatives was provided.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;img height="229" 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" width="358"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;In the new ribbon interface, such hints are not given anymore (if I am not mistaken).&lt;br&gt;
&lt;br&gt;
&lt;u&gt;&lt;strong&gt;Suggestion:&lt;/strong&gt;&lt;/u&gt;&lt;br&gt;
The information of shortcut keys could be added after the mouse-over text. For example Crtl+O after &amp;quot;Open a file&amp;quot;&lt;br&gt;
&lt;br&gt;
&lt;img height="176" 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" width="254"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;For me, attaching the shortcut-key to the corresponding menu item is the most intuitive way to look up this information. Adding text is probably less invasive then graphical design changes, hence this pragmatic suggestion.&lt;br&gt;
&lt;br&gt;
Alternatively, AI could provide the information but simple prompts (like &amp;quot;shortcut to open a file in Maple&amp;quot; or &amp;quot;list all keyboard shortcuts for Maple under Windows&amp;quot;) did not work for me. A waist of time, credits and energy for nothing. Somehow it is difficult for to todays AIs to identify that there is a help page (not easy to find for beginners and me in Maples help system, IMO) that contains all information needed:&lt;br&gt;
?worksheet,reference,hotwin&lt;/span&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;span style="font-size:16px;"&gt;The former Maple UI displayed shortcut-keys in the menu entries. There was no need to consult the help system and good overview of possible menu control alternatives was provided.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;img height="229" 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" width="358" /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;In the new ribbon interface, such hints are not given anymore (if I am not mistaken).&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;strong&gt;Suggestion:&lt;/strong&gt;&lt;/u&gt;&lt;br /&gt;
The information of shortcut keys could be added after the mouse-over text. For example Crtl+O after &amp;quot;Open a file&amp;quot;&lt;br /&gt;
&lt;br /&gt;
&lt;img height="176" 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" width="254" /&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;For me, attaching the shortcut-key to the corresponding menu item is the most intuitive way to look up this information. Adding text is probably less invasive then graphical design changes, hence this pragmatic suggestion.&lt;br /&gt;
&lt;br /&gt;
Alternatively, AI could provide the information but simple prompts (like &amp;quot;shortcut to open a file in Maple&amp;quot; or &amp;quot;list all keyboard shortcuts for Maple under Windows&amp;quot;) did not work for me. A waist of time, credits and energy for nothing. Somehow it is difficult for to todays AIs to identify that there is a help page (not easy to find for beginners and me in Maples help system, IMO) that contains all information needed:&lt;br /&gt;
?worksheet,reference,hotwin&lt;/span&gt;&lt;/p&gt;
</description>
      <guid>235740</guid>
      <pubDate>Sat, 26 Sep 2026 12:06:46 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
    </item>
    <item>
      <title>3D plot of a Gaussian function, as with Matlab</title>
      <link>http://www.mapleprimes.com/questions/243787-3D-Plot-Of-A-Gaussian-Function-As-With-Matlab?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;What I want in fact is to do the plot in 3D that you can see by looking at the image I have insert (Gauss Fct 3D with Plane.png). The important part of the plot is to reproduce the grid of the xz plane and yz plane with the plot in bue and orange. That is what I would like to do when I plot the gaussian fct exp(-(x^2+y^2)). Can it be done?&lt;img src="/view.aspx?sf=243787_question/Gauss_Fct_3D_with_Plane.png"&gt;&lt;/p&gt;

&lt;p&gt;Thank you in advance. If it is not possible, I will ask for that in the beta forum.&lt;/p&gt;

&lt;p&gt;Mario&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;What I want in fact is to do the plot in 3D that you can see by looking at the image I have insert (Gauss Fct 3D with Plane.png). The important part of the plot is to reproduce the grid of the xz plane and yz plane with the plot in bue and orange. That is what I would like to do when I plot the gaussian fct exp(-(x^2+y^2)). Can it be done?&lt;img src="/view.aspx?sf=243787_question/Gauss_Fct_3D_with_Plane.png" /&gt;&lt;/p&gt;

&lt;p&gt;Thank you in advance. If it is not possible, I will ask for that in the beta forum.&lt;/p&gt;

&lt;p&gt;Mario&lt;/p&gt;
</description>
      <guid>243787</guid>
      <pubDate>Thu, 24 Sep 2026 15:17:15 Z</pubDate>
      <itunes:author>lemelinm</itunes:author>
      <author>lemelinm</author>
    </item>
    <item>
      <title>Calculating an angular momentum vector</title>
      <link>http://www.mapleprimes.com/questions/243786-Calculating-An-Angular-Momentum-Vector?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;Procedure MassRot in this worksheet animates the motion of two beads sliding without friction on a closed wire loop.&lt;/p&gt;

&lt;p&gt;My question is stated in comments in the procedure where the beads&amp;#39; Angular Momentum vectors are calculated.&lt;/p&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243786_question/Beads_sliding.mw"&gt;Beads_sliding.mw&lt;/a&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Procedure MassRot in this worksheet animates the motion of two beads sliding without friction on a closed wire loop.&lt;/p&gt;

&lt;p&gt;My question is stated in comments in the procedure where the beads&amp;#39; Angular Momentum vectors are calculated.&lt;/p&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243786_question/Beads_sliding.mw"&gt;Beads_sliding.mw&lt;/a&gt;&lt;/p&gt;
</description>
      <guid>243786</guid>
      <pubDate>Thu, 24 Sep 2026 13:40:07 Z</pubDate>
      <itunes:author>Earl</itunes:author>
      <author>Earl</author>
    </item>
    <item>
      <title>How to copy 2-D Input with comments  to plaintext?</title>
      <link>http://www.mapleprimes.com/questions/243784-How-To-Copy-2D-Input-With-Comments?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;On my installations I can neither convert nor copy/paste code with comments from 2D-Math to 1D without loosing the comments.&lt;br&gt;
Also pasting to Word removes the comments.&lt;/p&gt;

&lt;p&gt;Is that a known behaviour? Any workarounds?&lt;input name="md.ref" type="hidden" value="1FD5B1CBEFDAE7F086AB4B973DEBBBF3"&gt;&lt;/p&gt;

&lt;form name="worksheet_form"&gt;
&lt;table align="center" width="768"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td&gt;
			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;This input&lt;/span&gt;&lt;/p&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img align="middle" alt="&amp;quot; #` Parameters #`  &amp;quot;(* *)&amp;quot;  H = 0.01; #` height in meter`  R := 0.006*3/2; #` Radius in m`  k := 0.540; #` conductivity in W/m/K`  rho := 1060.0; #` density in kg/m^3`&amp;quot;" height="112" src="/view.aspx?sf=243784_question/2c6c84ac83ec5815d2a9f9a0f7d22d6e.gif" style="vertical-align:-95px" width="768"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="1060.0" height="26" src="/view.aspx?sf=243784_question/459e4480bc2a13bd064edda1618fde81.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(1)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;copy and paste here&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;H = 0.01;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;R := 0.006*3/2;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;k := 0.540;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;rho := 1060.0;&lt;/span&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="H = 0.1e-1" height="23" src="/view.aspx?sf=243784_question/c91189a7c4e4fb65980b43bb9eb6b782.gif" style="vertical-align:-6px" width="58"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0.9000000000e-2" height="23" src="/view.aspx?sf=243784_question/7ff30c69c14071a8de04f87aea968146.gif" style="vertical-align:-6px" width="142"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt=".540" height="23" src="/view.aspx?sf=243784_question/1894113c2785e8d9342001ac4639519e.gif" style="vertical-align:-6px" width="71"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="1060.0" height="26" src="/view.aspx?sf=243784_question/27343c1c7b3375f3f415355cbcc7d067.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(2)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;or here&lt;/span&gt;&lt;/p&gt;
			&lt;span name="eccodeeditgroup58_body"&gt;&lt;span name="eccodeedit59_control"&gt;&lt;input align="center" height="40" name="eccodeedit59_control_button" src="/view.aspx?sf=243784_question/6ab6ae0e9434a50348ed392a296791b3.gif" type="image" width="40"&gt;&lt;/span&gt;&lt;span&gt;H = 0.01;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;
&lt;input name="sequence" type="hidden" value="1"&gt; &lt;input name="cmd" type="hidden" value="none"&gt;&lt;/form&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243784_question/copy_comments.mw"&gt;Download copy_comments.mw&lt;/a&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;On my installations I can neither convert nor copy/paste code with comments from 2D-Math to 1D without loosing the comments.&lt;br&gt;
Also pasting to Word removes the comments.&lt;/p&gt;

&lt;p&gt;Is that a known behaviour? Any workarounds?&lt;input name="md.ref" type="hidden" value="1FD5B1CBEFDAE7F086AB4B973DEBBBF3"&gt;&lt;/p&gt;

&lt;form name="worksheet_form"&gt;
&lt;table align="center" width="768"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td&gt;
			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;This input&lt;/span&gt;&lt;/p&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img align="middle" alt="&amp;quot; #` Parameters #`  &amp;quot;(* *)&amp;quot;  H = 0.01; #` height in meter`  R := 0.006*3/2; #` Radius in m`  k := 0.540; #` conductivity in W/m/K`  rho := 1060.0; #` density in kg/m^3`&amp;quot;" height="112" src="/view.aspx?sf=243784_question/2c6c84ac83ec5815d2a9f9a0f7d22d6e.gif" style="vertical-align:-95px" width="768"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="1060.0" height="26" src="/view.aspx?sf=243784_question/459e4480bc2a13bd064edda1618fde81.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(1)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;copy and paste here&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;H = 0.01;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;R := 0.006*3/2;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;k := 0.540;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;rho := 1060.0;&lt;/span&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="H = 0.1e-1" height="23" src="/view.aspx?sf=243784_question/c91189a7c4e4fb65980b43bb9eb6b782.gif" style="vertical-align:-6px" width="58"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0.9000000000e-2" height="23" src="/view.aspx?sf=243784_question/7ff30c69c14071a8de04f87aea968146.gif" style="vertical-align:-6px" width="142"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt=".540" height="23" src="/view.aspx?sf=243784_question/1894113c2785e8d9342001ac4639519e.gif" style="vertical-align:-6px" width="71"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="1060.0" height="26" src="/view.aspx?sf=243784_question/27343c1c7b3375f3f415355cbcc7d067.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(2)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;or here&lt;/span&gt;&lt;/p&gt;
			&lt;span name="eccodeeditgroup58_body"&gt;&lt;span name="eccodeedit59_control"&gt;&lt;input align="center" height="40" name="eccodeedit59_control_button" src="/view.aspx?sf=243784_question/6ab6ae0e9434a50348ed392a296791b3.gif" type="image" width="40"&gt;&lt;/span&gt;&lt;span&gt;H = 0.01;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;
&lt;input name="sequence" type="hidden" value="1"&gt; &lt;input name="cmd" type="hidden" value="none"&gt;&lt;/form&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243784_question/copy_comments.mw"&gt;Download copy_comments.mw&lt;/a&gt;&lt;/p&gt;
</description>
      <guid>243784</guid>
      <pubDate>Wed, 23 Sep 2026 20:26:56 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
    </item>
    <item>
      <title>ExaktAI Workspace, beta testing open to everybody</title>
      <link>http://www.mapleprimes.com/posts/235709-ExaktAI-Workspace-Beta-Testing-Open-To-Everybody?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;Mathematics and physics are evolving disciplines. AI is increasingly becoming an active participant in that evolution, producing results at a speed and scale that are difficult to follow without appropriate computational tools.&lt;/p&gt;

&lt;p&gt;In the ExaktAI project we are addressing two related issues: the &lt;a href="https://exaktai.ai/ai-math-reliability"&gt;reliability problem of AI mathematics&lt;/a&gt; through &lt;a href="https://exaktai.ai/aii"&gt;computational validation&lt;/a&gt;, and &lt;a href="https://exaktai.ai/vision"&gt;maximizing human participation&lt;/a&gt; in checking, understanding&amp;nbsp;and extending the results.&lt;/p&gt;

&lt;p&gt;For the latter, we developed the&amp;nbsp;&lt;a href="https://exaktai.ai/workspace"&gt;ExaktAI Workspace&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;The Workspace is a full computational-mathematics document environment in which one can follow, inspect, modify and extend AI-generated mathematics, or simply do the mathematics directly. Of particular relevance here, the Workspace can run Maple directly when Maple is installed.&lt;/p&gt;

&lt;p&gt;The &lt;a href="https://exaktai.ai/workspace"&gt;public beta is now open&lt;/a&gt;. I would be particularly interested in feedback and suggestions, both about the Maple integration and about the broader ideas for keeping us, the humans, actively involved and increasingly participating in AI-mathematics developments.&lt;/p&gt;

&lt;p&gt;&lt;br&gt;
Edgardo S. Cheb-Terrab&lt;br&gt;
&lt;a href="https://exaktai.ai"&gt;ExaktAI&lt;/a&gt;&lt;br&gt;
Research Fellow Emeritus at Maplesoft.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Mathematics and physics are evolving disciplines. AI is increasingly becoming an active participant in that evolution, producing results at a speed and scale that are difficult to follow without appropriate computational tools.&lt;/p&gt;

&lt;p&gt;In the ExaktAI project we are addressing two related issues: the &lt;a href="https://exaktai.ai/ai-math-reliability"&gt;reliability problem of AI mathematics&lt;/a&gt; through &lt;a href="https://exaktai.ai/aii"&gt;computational validation&lt;/a&gt;, and &lt;a href="https://exaktai.ai/vision"&gt;maximizing human participation&lt;/a&gt; in checking, understanding&amp;nbsp;and extending the results.&lt;/p&gt;

&lt;p&gt;For the latter, we developed the&amp;nbsp;&lt;a href="https://exaktai.ai/workspace"&gt;ExaktAI Workspace&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;The Workspace is a full computational-mathematics document environment in which one can follow, inspect, modify and extend AI-generated mathematics, or simply do the mathematics directly. Of particular relevance here, the Workspace can run Maple directly when Maple is installed.&lt;/p&gt;

&lt;p&gt;The &lt;a href="https://exaktai.ai/workspace"&gt;public beta is now open&lt;/a&gt;. I would be particularly interested in feedback and suggestions, both about the Maple integration and about the broader ideas for keeping us, the humans, actively involved and increasingly participating in AI-mathematics developments.&lt;/p&gt;

&lt;p&gt;&lt;br&gt;
Edgardo S. Cheb-Terrab&lt;br&gt;
&lt;a href="https://exaktai.ai"&gt;ExaktAI&lt;/a&gt;&lt;br&gt;
Research Fellow Emeritus at Maplesoft.&lt;/p&gt;
</description>
      <guid>235709</guid>
      <pubDate>Wed, 23 Sep 2026 00:54:49 Z</pubDate>
      <itunes:author>ecterrab</itunes:author>
      <author>ecterrab</author>
    </item>
  </channel>
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