Discernibility from a countable perspective

MCMP – Philosophy of Mathematics

Conteúdo fornecido por Ludwig-Maximilians-Universität München and MCMP Team. Todo o conteúdo do podcast, incluindo episódios, gráficos e descrições de podcast, é carregado e fornecido diretamente por Ludwig-Maximilians-Universität München and MCMP Team ou por seu parceiro de plataforma de podcast. Se você acredita que alguém está usando seu trabalho protegido por direitos autorais sem sua permissão, siga o processo descrito aqui https://pt.player.fm/legal.

10y ago 32:32

MP4

Fetch error

Hmmm there seems to be a problem fetching this series right now. Last successful fetch was on October 13, 2022 23:55 (2y ago)

What now? This series will be checked again in the next day. If you believe it should be working, please verify the publisher's feed link below is valid and includes actual episode links. You can contact support to request the feed be immediately fetched.

Kate Hodesdon (Nancy) gives a talk at the Workshop on Mathematics: Objectivity by Representation (11 November, 2014) titled "Discernibility from a countable perspective". Abstract: In this talk I discuss formal methods for discerning between uncountably many objects with a countable language, building on recent work of James Ladyman, Øystein Linnebo and Richard Pettigrew. In particular, I show how stability theory provides the resources to characterize theories in which this is possible, and discuss the limitations of the stability theoretic approach.

22 episódios

#Germany #LudwigMaximiliansUniversität München Is One #MCMP Team #Philosophy #Logic #Science #Language #Mathematics #Hannes Leitgeb #Stephan Hartmann #Alexander Von Humboldt Foundation #Munich Center For Mathematical Philosophy #MCMP #LMU