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Submitted URL: http://pruvisto.org/
Effective URL: http://cl-informatik.uibk.ac.at/users/meberl//
Submission: On August 16 via manual from IN — Scanned from DE
Effective URL: http://cl-informatik.uibk.ac.at/users/meberl//
Submission: On August 16 via manual from IN — Scanned from DE
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Dr. rer. nat. Manuel Eberl Home Publications Formalisations Teaching Miscellanea Main page Summary About Me Mathematical Interests Current Work SUMMARY NameManuel EBERL [ˈmaːnu̯ɛl ˈʔeːbɐl] (feel free to call me by first name) Email<firstname.lastname>@uibk.ac.at (German, English, Esperanto) PGP Key12A14807.asc CV[PDF] ORCID0000-0002-4263-6571 Scholarly profilesGoogle Scholar, DBLP Office3M12 in the ICT building (2nd floor) Office hoursWednesday 14:15–15:45 (during term time only) Twitter@pruvisto Mastodon@pruvisto@graz.social (German/English) @pruvisto@esperanto.masto.host (Esperanto) Erdős number≤ 4 ABOUT ME Since September 2021, I am a Postdoc at the Computational Logic Group at the University of Innsbruck. Before that, I did my PhD at the Technical University of Munich. I am also an editor of the Archive of Formal Proofs. I mainly work on the formalisation of pure mathematics in Isabelle/HOL. I believe that the formalisation of a significant portion of known mathematics is a feasible and worthwhile endeavour. My current work is the formalisation of the (semi-)automatic solving and verification of certain classes of mathematical problems, particularly those of the asymptotics of real-valued functions. MATHEMATICAL INTERESTS With varying levels of proficiency: * Complex analysis * Discrete mathematics, complexity analysis, analytic combinatorics, analytic number theory * Abstract algebra and category theory * Social choice theory * Decision procedures * Programming languages, functional programming, type systems, and program verification CURRENT WORK * Analysis of Randomised Algorithms and Data Structures * Semi-Automatic Real Asymptotics in Isabelle/HOL * Formalisation of Tom Apostol's Introduction to Analytic Number Theory * Continued Fractions