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Lukas Gerlach (Diskussion | Beiträge)
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Lukas Gerlach (Diskussion | Beiträge)
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|Title=For­mal­iz­ing Pos­si­bly In­fi­nite Trees of Bound­ed De­gree
|Title=For­mal­iz­ing Pos­si­bly In­fi­nite Trees of Finite De­gree
|Year=2025
|Year=2025
|Month=März
|Month=März
|Howpublished=Talk at Workshop: Leaning In! 2025
|Howpublished=Talk at Workshop: Leaning In!
}}
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{{Publikation Details
{{Publikation Details

Aktuelle Version vom 27. März 2025, 14:25 Uhr

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For­mal­iz­ing Pos­si­bly In­fi­nite Trees of Finite De­gree

Lukas GerlachLukas Gerlach
Lukas Gerlach
For­mal­iz­ing Pos­si­bly In­fi­nite Trees of Finite De­gree
Talk at Workshop: Leaning In!, March 2025
  • KurzfassungAbstract
    As Lean does not sup­port coin­duc­tive types di­rect­ly, for­mal­iz­ing in­fi­nite lists and in­fi­nite trees re­quires some "cre­ativ­i­ty". As a byprod­uct of one of our on­go­ing works, we for­mal­ized pos­si­bly in­fi­nite trees of finite de­gree in Lean. In this work­shop, we will re­pro­duce this idea and present the de­f­i­n­i­tion from scratch (even with­out math­lib). We will work to­wards show­ing a spe­cial case of König’s Lem­ma: if each branch in such a tree is fi­nite, then there are only fi­nite­ly many branch­es.
  • Weitere Informationen unter:Further Information: Link
  • Projekt:Project: CPEC
  • Forschungsgruppe:Research Group: Wissensbasierte SystemeKnowledge-Based Systems
@misc{G2025,
  author = {Lukas Gerlach},
  title  = {For{\-}mal{\-}iz{\-}ing Pos{\-}si{\-}bly In{\-}fi{\-}nite Trees of
            Finite De{\-}gree},
  year   = {2025},
  month  = {March}
}