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Formula:KLS:01.04:03 - Revision history
2024-03-29T09:49:20Z
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imported>SeedBot: DRMF
2017-03-05T22:34:31Z
<p>DRMF</p>
<p><b>New page</b></p><div>{{DISPLAYTITLE:Formula:KLS:01.04:03}}<br />
<div id="drmf_head"><br />
<div id="alignleft"> << [[Formula:KLS:01.04:02|Formula:KLS:01.04:02]] </div><br />
<div id="aligncenter"> [[Hypergeometric_functions#KLS:01.04:03|formula in Hypergeometric functions]] </div><br />
<div id="alignright"> [[Formula:KLS:01.04:04|Formula:KLS:01.04:04]] >> </div><br />
</div><br />
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<br /><div align="center"><math>{\displaystyle <br />
\rho=\left\{\begin{array}{ll}<br />
\displaystyle \infty & \quad\textrm{if}\quad r < s+1\\[5mm]<br />
\displaystyle 1 & \quad\textrm{if}\quad r = s+1\\[5mm]<br />
\displaystyle 0 & \quad\textrm{if}\quad r > s+1.\end{array}\right.<br />
}</math></div><br />
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== Proof ==<br />
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We ask users to provide proof(s), reference(s) to proof(s), or further clarification on the proof(s) in this space.<br />
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== Symbols List ==<br />
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& : logical and<br />
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== Bibliography==<br />
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<span class="plainlinks">[http://homepage.tudelft.nl/11r49/askey/contents.html Equation in Section 1.4]</span> of [[Bibliography#KLS|'''KLS''']].<br />
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== URL links ==<br />
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We ask users to provide relevant URL links in this space.<br />
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<br /><div id="drmf_foot"><br />
<div id="alignleft"> << [[Formula:KLS:01.04:02|Formula:KLS:01.04:02]] </div><br />
<div id="aligncenter"> [[Hypergeometric_functions#KLS:01.04:03|formula in Hypergeometric functions]] </div><br />
<div id="alignright"> [[Formula:KLS:01.04:04|Formula:KLS:01.04:04]] >> </div><br />
</div></div>
imported>SeedBot