Grounding Ground. Litland, J. E. Oxford Studies in Metaphysics, 10:279–316, 2017. ![Grounding Ground [link]](https://bibbase.org/img/filetypes/link.svg "link")
Paper abstract bibtex The Problem of Iterated Ground is to explain what grounds truths about ground: if Γ grounds φ, what grounds that Γ grounds φ? This paper develops a novel solution to this problem. The basic idea is to connect ground to explanatory arguments. By developing a rigorous account of explanatory arguments we can equip operators for factive and non-factive ground with natural introduction and elimination rules. A satisfactory account of iterated ground falls directly out of the resulting logic: non- factive grounding claims, if true, are zero-grounded in the sense of Fine.
@article{Litland2011GroundingGrounding,
author = {{L}itland, {J}on {E}rling},
date-added = {2015-09-28 15:30:14 +0000},
date-modified = {2017-09-13 16:17:15 +0000},
journal = {{O}xford {S}tudies in {M}etaphysics},
keywords = {Ground, Grounding ground, Logic of Ground},
owner = {jon},
pages = {279--316},
timestamp = {2011.10.09},
title = {{G}rounding {G}round},
url_paper = {https://dl.dropboxusercontent.com/s/rg8c70n29069k35/grounding-grounding.pdf?dl=0},
volume = {10},
year = {2017},
abstract = {The Problem of Iterated Ground is to explain what grounds truths about ground: if Γ grounds φ, what grounds that Γ grounds φ? This paper develops a novel solution to this problem. The basic idea is to connect ground to explanatory arguments. By developing a rigorous account of explanatory arguments we can equip operators for factive and non-factive ground with natural introduction and elimination rules. A satisfactory account of iterated ground falls directly out of the resulting logic: non- factive grounding claims, if true, are zero-grounded in the sense of Fine.},
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