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Bug Fixes/Re-organization:

	- Special Function Group Fundamental Path Exponent 2F1 - Constructor (1, 2)
	- Special Function Group Kummer24 (3, 4, 5)
	- Special Function Group Kummer24 - Constructor (6, 7)
	- Special Function Group Kummer24 - Transposition 12 (8)
	- Special Function Group Kummer24 - Transposition 23 (9)
	- Special Function Group Kummer24 - Transposition 34 (10)
	- Special Function Group Kummer24 - Standard #1 (11, 12, 13)
	- Special Function Group Kummer24 - Standard #2 (14, 15, 16)
	- Special Function Group Kummer24 - Standard #3 (17, 18, 19)
	- Special Function Group Monodromy Transform (20, 21, 22)
	- Special Function Group Monodromy Transform - G0 (23, 24, 25)
	- Special Function Group Monodromy Transform - G1 (26, 27, 28)
	- Special Function Group Monodromy Transform - G1 Mu (29, 30, 31)


Samples:

IdeaDRIP:

	- Regression of Change in Swap Yields on Named Factors (Results in Exhibit 2.6) (32-35)
	- Characterizing the Variations in Credit Spread (36-60)
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lakshmiDRIP committed Feb 23, 2024
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22 changes: 11 additions & 11 deletions Javadoc/allclasses-index.html
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<td class="col-first"><a href="org/drip/specialfunction/generator/BesselFirstKindLaurentExpansion.html" title="class in org.drip.specialfunction.generator">BesselFirstKindLaurentExpansion</a></td>
<th class="col-last" scope="row">
<div class="block"><i>BesselFirstKindLaurentExpansion</i> implements the Laurent-Series Generating Function and the Expansion
Terms for the Cylindrical Bessel Function of the First Kind.</div>
Terms for the Cylindrical Bessel Function of the First Kind.</div>
</th>
</tr>
<tr class="alt-color" id="i250">
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<td class="col-first"><a href="org/drip/specialfunction/group/FuchsianEquation.html" title="class in org.drip.specialfunction.group">FuchsianEquation</a></td>
<th class="col-last" scope="row">
<div class="block"><i>FuchsianEquation</i> holds the Isomorphic Order, Coexter Singularity Index, and the Klein-4
Transformations of the 2F1 Regular Hyper-geometric Function.</div>
Transformations of the 2F1 Regular Hyper-geometric Function.</div>
</th>
</tr>
<tr class="row-color" id="i1727">
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<td class="col-first"><a href="org/drip/specialfunction/group/FundamentalGroupPathExponent2F1.html" title="class in org.drip.specialfunction.group">FundamentalGroupPathExponent2F1</a></td>
<th class="col-last" scope="row">
<div class="block"><i>FundamentalGroupPathExponent2F1</i> holds the Exponents of the Monodromy Loop Paths around the Singular
Points 0, 1, and Infinity.</div>
Points 0, 1, and Infinity.</div>
</th>
</tr>
<tr class="row-color" id="i1735">
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<td class="col-first"><a href="org/drip/specialfunction/group/Kummer24.html" title="class in org.drip.specialfunction.group">Kummer24</a></td>
<th class="col-last" scope="row">
<div class="block"><i>Kummer24</i> contains the Isomorphic Klein-4 Group of the Transformations built out of the Solutions
emanating from the Singularities of the Hyper-geometric 2F1 Function.</div>
emanating from the Singularities of the Hyper-geometric 2F1 Function.</div>
</th>
</tr>
<tr class="row-color" id="i2345">
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<td class="col-first"><a href="org/drip/specialfunction/group/MonodromyTransform2F1.html" title="class in org.drip.specialfunction.group">MonodromyTransform2F1</a></td>
<th class="col-last" scope="row">
<div class="block"><i>MonodromyTransform2F1</i> builds out the Monodromy Loop Solution Transformation Matrices for Paths
around the Singular Points.</div>
around the Singular Points.</div>
</th>
</tr>
<tr class="row-color" id="i2691">
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<td class="col-first"><a href="org/drip/specialfunction/gamma/RobbinsExtension.html" title="class in org.drip.specialfunction.gamma">RobbinsExtension</a></td>
<th class="col-last" scope="row">
<div class="block"><i>RobbinsExtension</i> implements the Robbins (1955) Extension of the Stirling's Approximation of the
Gamma Function.</div>
Gamma Function.</div>
</th>
</tr>
<tr class="alt-color" id="i3568">
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<td class="col-first"><a href="org/drip/specialfunction/generator/SeriesExpansion.html" title="class in org.drip.specialfunction.generator">SeriesExpansion</a></td>
<th class="col-last" scope="row">
<div class="block"><i>SeriesExpansion</i> implements the Generating Function and the Expansion Terms for the specified
Special Function.</div>
Special Function.</div>
</th>
</tr>
<tr class="row-color" id="i3675">
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<td class="col-first"><a href="org/drip/specialfunction/generator/SphericalBesselFirstKindExpansion.html" title="class in org.drip.specialfunction.generator">SphericalBesselFirstKindExpansion</a></td>
<th class="col-last" scope="row">
<div class="block"><i>SphericalBesselFirstKindExpansion</i> implements the Generating Function and the Expansion Terms for
the Spherical Bessel Function of the First Kind.</div>
the Spherical Bessel Function of the First Kind.</div>
</th>
</tr>
<tr class="alt-color" id="i3770">
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<th class="col-last" scope="row">
<div class="block"><i>SphericalBesselSecondKindExpansion</i> implements the Generating Function and the Expansion Terms for
the Spherical Bessel Function of the Second Kind.</div>
the Spherical Bessel Function of the Second Kind.</div>
</th>
</tr>
<tr class="alt-color" id="i3772">
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<dt><a href="../org/drip/specialfunction/group/Kummer24.html" title="class in org.drip.specialfunction.group"><span class="type-name-link">Kummer24</span></a> - Class in <a href="../org/drip/specialfunction/group/package-summary.html">org.drip.specialfunction.group</a></dt>
<dd>
<div class="block"><i>Kummer24</i> contains the Isomorphic Klein-4 Group of the Transformations built out of the Solutions
emanating from the Singularities of the Hyper-geometric 2F1 Function.</div>
emanating from the Singularities of the Hyper-geometric 2F1 Function.</div>
</dd>
<dt><a href="../org/drip/sample/hypergeometric/KummerConfluentEstimate.html" title="class in org.drip.sample.hypergeometric"><span class="type-name-link">KummerConfluentEstimate</span></a> - Class in <a href="../org/drip/sample/hypergeometric/package-summary.html">org.drip.sample.hypergeometric</a></dt>
<dd>
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<dt><a href="../org/drip/specialfunction/group/MonodromyTransform2F1.html" title="class in org.drip.specialfunction.group"><span class="type-name-link">MonodromyTransform2F1</span></a> - Class in <a href="../org/drip/specialfunction/group/package-summary.html">org.drip.specialfunction.group</a></dt>
<dd>
<div class="block"><i>MonodromyTransform2F1</i> builds out the Monodromy Loop Solution Transformation Matrices for Paths
around the Singular Points.</div>
around the Singular Points.</div>
</dd>
<dt><span class="member-name-link"><a href="../org/drip/specialfunction/group/MonodromyTransform2F1.html#%3Cinit%3E()">MonodromyTransform2F1()</a></span> - Constructor for class org.drip.specialfunction.group.<a href="../org/drip/specialfunction/group/MonodromyTransform2F1.html" title="class in org.drip.specialfunction.group">MonodromyTransform2F1</a></dt>
<dd>&nbsp;</dd>
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<dt><a href="../org/drip/specialfunction/gamma/RobbinsExtension.html" title="class in org.drip.specialfunction.gamma"><span class="type-name-link">RobbinsExtension</span></a> - Class in <a href="../org/drip/specialfunction/gamma/package-summary.html">org.drip.specialfunction.gamma</a></dt>
<dd>
<div class="block"><i>RobbinsExtension</i> implements the Robbins (1955) Extension of the Stirling's Approximation of the
Gamma Function.</div>
Gamma Function.</div>
</dd>
<dt><span class="member-name-link"><a href="../org/drip/specialfunction/gamma/RobbinsExtension.html#%3Cinit%3E(org.drip.numerical.differentiation.DerivativeControl)">RobbinsExtension(DerivativeControl)</a></span> - Constructor for class org.drip.specialfunction.gamma.<a href="../org/drip/specialfunction/gamma/RobbinsExtension.html" title="class in org.drip.specialfunction.gamma">RobbinsExtension</a></dt>
<dd>
<div class="block">RobbinsExtension Constructor</div>
<div class="block"><i>RobbinsExtension</i> Constructor</div>
</dd>
<dt><span class="member-name-link"><a href="../org/drip/investing/factorspec/ProfitabilityCategory.html#ROBUST">ROBUST</a></span> - Static variable in class org.drip.investing.factorspec.<a href="../org/drip/investing/factorspec/ProfitabilityCategory.html" title="class in org.drip.investing.factorspec">ProfitabilityCategory</a></dt>
<dd>
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