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David Strohmaier
Cambridge University
  1.  79
    Two theories of group agency.David Strohmaier - 2020 - Philosophical Studies 177 (7):1901-1918.
    Two theories dominate the current debate on group agency: functionalism, as endorsed by Bryce Huebner and Brian Epstein, and interpretivism, as defended by Deborah Tollefsen, and Christian List and Philip Pettit. In this paper, I will give a new argument to favour functionalism over interpretivism. I discuss a class of cases which the former, but not the latter, can accommodate. Two features characterise this class: First, distinct groups coincide, that is numerically distinct groups share all their members at all time. (...)
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  2.  40
    Organisations as Computing Systems.David Strohmaier - 2021 - Journal of Social Ontology 6 (2):211-236.
    Organisations are computing systems. The university’s sports centre is a computing system for managing sports teams and facilities. The tenure committee is a computing system for assigning tenure status. Despite an increasing number of publications in group ontology, the computational nature of organisations has not been recognised. The present paper is the first in this debate to propose a theory of organisations as groups structured for computing. I begin by describing the current situation in group ontology and by spelling out (...)
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  3.  50
    Group Membership and Parthood.David Strohmaier - 2018 - Journal of Social Ontology 4 (2):121-135.
    Despite having faced severe criticism in the past, mereological approaches to group ontology, which argue that groups are wholes and that groups members are parts, have recently managed a comeback. Authors such as Katherine Ritchie and Paul Sheehy have applied neo-Aristotelian mereology to groups, and Katherine Hawley has defended mereological approaches against the standard objections in the literature. The present paper develops the mereological approaches to group ontology further and proposes an analysis of group membership as parthood plus further restrictions. (...)
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  4.  12
    Social-Computation-Supporting Kinds.David Strohmaier - 2020 - Canadian Journal of Philosophy 50 (7):862-877.
    Social kinds are heterogeneous. As a consequence of this diversity, some authors have sought to identify and analyse different kinds of social kinds. One distinct kind of social kinds, however, has not yet received sufficient attention. I propose that there exists a class of social-computation-supporting kinds, or SCS-kinds for short. These SCS-kinds are united by the function of enabling computations implemented by social groups. Examples of such SCS-kinds arereimbursement form,US dollar bill,chair of the board. I will analyse SCS-kinds, contrast my (...)
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  5.  22
    Choosing for Changing Selves. [REVIEW]David Strohmaier - 2021 - Philosophical Quarterly 71 (3):675-678.
    Choosing for Changing Selves. By Pettigrew, Richard.
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  6.  16
    Ontology, Neural Networks, and the Social Sciences.David Strohmaier - 2020 - Synthese 199 (1-2):4775-4794.
    The ontology of social objects and facts remains a field of continued controversy. This situation complicates the life of social scientists who seek to make predictive models of social phenomena. For the purposes of modelling a social phenomenon, we would like to avoid having to make any controversial ontological commitments. The overwhelming majority of models in the social sciences, including statistical models, are built upon ontological assumptions that can be questioned. Recently, however, artificial neural networks have made their way into (...)
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  7.  36
    Decision Theory with a Human Face. [REVIEW]David Strohmaier - 2019 - Philosophical Psychology 32 (3):432-435.
  8.  21
    There Are No Empty Groups.David Strohmaier - manuscript
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  9. SeCoDa: Sense Complexity Dataset.David Strohmaier, Sian Gooding, Shiva Taslimipoor & Ekaterina Kochmar - 2020 - In Proceedings of The 12th Language Resources and Evaluation Conference.
     
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  10.  25
    Threescore and Ten: Fire, Place, and Loss in the West.David Strohmaier - 2003 - Ethics and the Environment 8 (2):31 - 41.
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