SOpq-Algorithm/index.html at master · devragj/SOpq-Algorithm · GitHub

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<!DOCTYPE html>
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                                margin: 10px 10px 10px 14px;
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                        a.pagelink {
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                        <p>
                                The two pages below display my current candidate for the algorithm for computing annihilators and associated varieties for the groups SO(p,q) and Sp(n,&#x211D;).&nbsp;
                                This algorithm is still experimental.&nbsp;
                                It may not be correct in all aspects.&nbsp;
                                I welcome feedback.&nbsp; Please contact me at devra.johnson at verizon.net.
                        </p>
                        <p>
                                There is a block of representations for SO(p,p+1), and one for SO(p,p), which are not covered by this algorithm.&nbsp;
                                Instead, you would use the algorithm for their dual representations.&nbsp;
                                For that, see the <a href="https://devragj.github.io/TypeBCD/SppqAlgorithm.html" target="_blank">Sp(p,q) Algorithm</a> and the <a href="https://devragj.github.io/TypeBCD/SOStar2nAlgorithm.html" target="_blank">SO*(2n) Algorithm</a>.
                        </p>
                </section>
                <section>
                        <div>
                                <a class="pagelink" href="SOpqEvenAlgorithm.html">SO(p,q) Even Algorithm</a>
                        </div>
                        <div>
                                <a class="pagelink" href="SOpqOddSpnRAlgorithm.html">SO(p,q) Odd Sp(n,&#x211D;) Algorithm</a>
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