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Math.NET Numerics: 4.10.0 docs update

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Christoph Ruegg 6 years ago
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      ReleaseNotes-MKL.html
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      ReleaseNotes.html

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ReleaseNotes-MKL.html

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<h1><a name="MKL-Provider-Release-Notes" class="anchor" href="#MKL-Provider-Release-Notes">MKL Provider Release Notes</a></h1>
<p><a href="ReleaseNotes.html">Math.NET Numerics</a> | <a href="ReleaseNotes-MKL.html">MKL Provider</a> | <a href="ReleaseNotes-OpenBLAS.html">OpenBLAS Provider</a> | <a href="ReleaseNotes-Data.html">Data Extensions</a></p>
<h3><a name="2-4-0-2020-05-22" class="anchor" href="#2-4-0-2020-05-22">2.4.0 - 2020-05-22</a></h3>
<ul>
<li>r13 with Intel MKL 2020.0 Update 1</li>
</ul>
<h3><a name="2-3-0-2018-02-14" class="anchor" href="#2-3-0-2018-02-14">2.3.0 - 2018-02-14</a></h3>
<ul>
<li>r12 with Intel MKL 2018.0 Update 1</li>

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ReleaseNotes.html

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<h1><a name="Math-NET-Numerics-Release-Notes" class="anchor" href="#Math-NET-Numerics-Release-Notes">Math.NET Numerics Release Notes</a></h1>
<p><a href="ReleaseNotes.html">Math.NET Numerics</a> | <a href="ReleaseNotes-MKL.html">MKL Provider</a> | <a href="ReleaseNotes-OpenBLAS.html">OpenBLAS Provider</a> | <a href="ReleaseNotes-Data.html">Data Extensions</a></p>
<h3><a name="4-10-0-2020-05-24" class="anchor" href="#4-10-0-2020-05-24">4.10.0 - 2020-05-24</a></h3>
<ul>
<li>Fractional Calculus: Riemann-Liouville fractional derivative <em>~Jong Hyun Kim</em></li>
<li>Root Finding: accuracy range validation <em>~Ryan Grange</em></li>
<li>Root Finding: behavior more consistent between native and managed provider</li>
</ul>
<h3><a name="4-9-1-2020-04-12" class="anchor" href="#4-9-1-2020-04-12">4.9.1 - 2020-04-12</a></h3>
<ul>
<li>BUG: Optimization: weights were applied wrongly when evaluating the Jacobian <em>~Jong Hyun Kim, zhaochenxi</em></li>
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<h3><a name="4-9-0-2019-10-13" class="anchor" href="#4-9-0-2019-10-13">4.9.0 - 2019-10-13</a></h3>
<ul>
<li>Integration: Substitution for open intervals <em>~Jong Hyun Kim</em></li>
<li>Integration: Gaus-Kronrod Quadrature <em>~Jong Hyun Kim</em></li>
<li>Integration: Gauss-Kronrod Quadrature <em>~Jong Hyun Kim</em></li>
<li>Integration: Complex contour <em>~Jong Hyun Kim</em></li>
<li>Distributions: Three parameter Burr (Type XII) <em>~Philip Gruber</em></li>
<li>Distributions: Inverse Gaussian <em>~Philip Gruber</em></li>

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