Description
In this short talk, we compute a simple expression for Green's function on the Lie group SO(3) using Wigner D-functions, the eigenfunctions of the corresponding Laplace-Beltrami Operator, and use a result of Macchi-Soshnikov to calculate an upper bound for the Green energy there on. To this end, we give a small summary of Determinantal Point Processes, and if time permits, we will prove asymptotics of the L2-norm of Gegenbauer (hyperspherical) polynomials. This is a joint work with Carlos Beltrán from Universidad de Cantabria.| Period | 19 Sep 2018 |
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| Held at | Vanderbilt University, United States, Tennessee |
| Degree of Recognition | Local |
Documents & Links
Related content
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Research Outputs
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Approximation to uniform distribution in SO(3)
Research output: Contribution to journal › Article › peer-review
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Activities
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Lower Bound of the Discrete Green Energy - Elkies Lemma
Activity: Talk or presentation › Talk at conference or symposium › Science to science