Approximation to uniform distribution in SO(3)

Damir Ferizović, Carlos Beltrán

Research output: Working paperResearchpeer-review

Abstract

We regard uniform distribution in SO(3). To this end, we calculate the Green function for the Laplace-Beltrami operator and bound the Green energy in such a way, that we identify the second leading term in the expansion. Further we give an algorithm to produce well distributed points in SO(3) (without proof).
Translated title of the contributionApproximation der Gleichverteilung in SO(3)
Original languageEnglish
PublisherSpringer Nature
Number of pages24
Publication statusPublished - 9 May 2020

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  • Activities

    • 2 Conference or symposium (Participation in/Organisation of)
    • 2 Invited talk
    • 1 Talk at conference or symposium
    • 1 Talk at workshop, seminar or course

    Approximation to uniform distribution on SO(3)

    Damir Ferizović (Speaker)
    26 Mar 2019

    Activity: Talk or presentationInvited talkScience to science

    Lower Bound of the Discrete Green Energy - Elkies Lemma

    Damir Ferizović (Speaker)
    10 Apr 2019

    Activity: Talk or presentationTalk at conference or symposiumScience to science

    13th International Conference in Monte Carlo & Quasi-Monte Carlo Methods in Scientific Computing

    Damir Ferizović (Participant)
    1 Jul 20186 Jul 2018

    Activity: Participation in or organisation ofConference or symposium (Participation in/Organisation of)

    Prizes

    Doctoral School Award

    Damir Ferizović (Recipient), 10 Jan 2020

    Prize: Prizes / Medals / Awards

    Cite this

    Ferizović, D., & Beltrán, C. (2020). Approximation to uniform distribution in SO(3). Springer Nature.