https://selfgravitatingfluids.education/JETohline/index.php?action=history&feed=atom&title=Appendix%2FMathematics%2FHypergeometric Appendix/Mathematics/Hypergeometric - Revision history 2026-05-04T14:21:55Z Revision history for this page on the wiki MediaWiki 1.43.1 https://selfgravitatingfluids.education/JETohline/index.php?title=Appendix/Mathematics/Hypergeometric&diff=2193&oldid=prev Joel2: Created page with "__FORCETOC__ <!-- __NOTOC__ will force TOC off --> =Hypergeometric Differential Equation= ==Gradshteyn &amp; Ryzhik== According to &sect;9.151 (p. 1045) of [http://www.mathtable.com/gr/ Gradshteyn &amp; Ryzhik (1965)], <font color="darkgreen">"&hellip; a hypergeometric series is one of the solutions of the differential equation, <table border="0" cellpadding="5" align="center"> <tr> <td align="right"> <math>0</math> </td> <td align="center"> <math>=</math> </..." 2024-07-11T22:05:56Z <p>Created page with &quot;__FORCETOC__ &lt;!-- __NOTOC__ will force TOC off --&gt; =Hypergeometric Differential Equation= ==Gradshteyn &amp; Ryzhik== According to §9.151 (p. 1045) of [http://www.mathtable.com/gr/ Gradshteyn &amp; Ryzhik (1965)], &lt;font color=&quot;darkgreen&quot;&gt;&quot;… a hypergeometric series is one of the solutions of the differential equation, &lt;table border=&quot;0&quot; cellpadding=&quot;5&quot; align=&quot;center&quot;&gt; &lt;tr&gt; &lt;td align=&quot;right&quot;&gt; &lt;math&gt;0&lt;/math&gt; &lt;/td&gt; &lt;td align=&quot;center&quot;&gt; &lt;math&gt;=&lt;/math&gt; &lt;/...&quot;</p> <a href="https://selfgravitatingfluids.education/JETohline/index.php?title=Appendix/Mathematics/Hypergeometric&amp;diff=2193">Show changes</a> Joel2