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Karenleigh A. Overmann [18]Karenleigh Anne Overmann [10]
  1. Thinking Materially: Cognition as Extended and Enacted.Karenleigh A. Overmann - 2017 - Journal of Cognition and Culture 17 (3-4):354-373.
    Human cognition is extended and enacted. Drawing the boundaries of cognition to include the resources and attributes of the body and materiality allows an examination of how these components interact with the brain as a system, especially over cultural and evolutionary spans of time. Literacy and numeracy provide examples of multigenerational, incremental change in both psychological functioning and material forms. Though we think materiality, its central role in human cognition is often unappreciated, for reasons that include conceptual distribution over multiple (...)
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  2. Concepts and how they get that way.Karenleigh A. Overmann - 2019 - Phenomenology and the Cognitive Sciences 18 (1):153-168.
    Drawing on the material culture of the Ancient Near East as interpreted through Material Engagement Theory, the journey of how material number becomes a conceptual number is traced to address questions of how a particular material form might generate a concept and how concepts might ultimately encompass multiple material forms so that they include but are irreducible to all of them together. Material forms incorporated into the cognitive system affect the content and structure of concepts through their agency and affordances, (...)
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  3. On Tools Making Minds: an Archaeological Perspective on Human Cognitive Evolution.Karenleigh A. Overmann & Thomas Wynn - 2019 - Journal of Cognition and Culture 19 (1-2):39-58.
    Using a model of cognition as extended and enactive, we examine the role of materiality in making minds as exemplified by lithics and writing, forms associated with conceptual thought and meta-awareness of conceptual domains. We address ways in which brain functions may change in response to interactions with material forms, the attributes of material forms that may cause such change, and the spans of time required for neurofunctional reorganization. We also offer three hypotheses for investigating co-influence and change in cognition (...)
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  4. The materiality of numbers: Emergence and elaboration from prehistory to present.Karenleigh A. Overmann - 2023 - Cambridge: Cambridge University Press.
    This is a book about numbers– what they are as concepts and how and why they originate–as viewed through the material devices used to represent and manipulate them. Fingers, tallies, tokens, and written notations, invented in both ancestral and contemporary societies, explain what numbers are, why they are the way they are, and how we get them. Cognitive archaeologist Karenleigh A. Overmann is the first to explore how material devices contribute to numerical thinking, initially by helping us to visualize and (...)
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  5.  36
    Notational systems are distinct cognitive systems with different material prehistories.Karenleigh A. Overmann - 2023 - Behavioral and Brain Sciences 46:e250.
    Notations are cognitive systems involving distinctive psychological functions, behaviors, and material forms. Seen through this lens, two main types – semasiography and visible language – are fundamentally differentiated by their material prehistories, emphasis on iconography, and the centrality of language's combinatorial faculty. These fundamental differences suggest that key qualities (iconicity, expressiveness, concision) are difficult to conjoin in a single system.
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  6. Prehistoric numeracy: Approaches, assumptions, and issues.Karenleigh A. Overmann - 2024 - In Thomas Wynn, Karenleigh A. Overmann & Frederick L. Coolidge, Oxford Handbook of Cognitive Archaeology. Oxford University Press. pp. 411-432.
    Two approaches to prehistoric numeracy are analyzed and compared. The first uses traditional archaeological methods and criteria to examine and characterize marks on prehistoric artifacts for the purpose of assessing whether they were notations. The second uses a theoretical framework in which cognition is extended—meaning that material forms are a component of the mind—in order to understand the role of counting devices in numerical cognition. Each answers a different question: The traditional approach is concerned with understanding the intent and meaning (...)
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  7. Strange and wonderful: Numbers through a new (material) lens.Karenleigh A. Overmann - 2024 - Cuneiform Digital Library Journal 2:1–21.
    I respond to P. McLaughlin and O. Schlaudt’s critique of my analysis of the cross-cultural origins of numbers, noting that my work draws extensively upon number systems as ethnographically attested around the globe, and thus is based only in part on the important Mesopotamian case study. I place the work of Peter Damerow in its historical context, noting its genesis in Piaget’s genetic epistemology and the problems associated with applying Piaget’s developmental theory to societies. While Piaget assumed numeracy involves invariant (...)
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  8. Finger-counting and numerical structure.Karenleigh A. Overmann - 2021 - Frontiers in Psychology 2021 (12):723492.
    Number systems differ cross-culturally in characteristics like how high counting extends and which number is used as a productive base. Some of this variability can be linked to the way the hand is used in counting. The linkage shows that devices like the hand used as external representations of number have the potential to influence numerical structure and organization, as well as aspects of numerical language. These matters suggest that cross-cultural variability may be, at least in part, a matter of (...)
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  9. Creativity, cognition and material culture: An introduction.Lambros Malafouris, Chris Gosden & Karenleigh A. Overmann - 2014 - Pragmatics and Cognition 22 (1):1-4.
    Introduction to the special issue in Pragmatics & Cognition focused on creativity, cognition, and material culture. With contributions from Maurice Bloch, Chris Gosden, Tim Ingold, John Kirsh, Carl Knappett & Sander van der Leeuw, Lambros Malafouris, Frédéric Vallée-Tourangeau, Kevin Warwick, and Tom Wynn and Frederick L. Coolidge.
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  10. Visuospatial Integration: Paleoanthropological and Archaeological Perspectives.Emiliano Bruner, Enza Spinapolice, Ariane Burke & Karenleigh A. Overmann - 2018 - In Laura Desirèe Di Paolo, Fabio Di Vincenzo & Francesca De Petrillo, Evolution of Primate Social Cognition. Springer Verlag. pp. 299-326.
    The visuospatial system integrates inner and outer functional processes, organizing spatial, temporal, and social interactions between the brain, body, and environment. These processes involve sensorimotor networks like the eye–hand circuit, which is especially important to primates, given their reliance on vision and touch as primary sensory modalities and the use of the hands in social and environmental interactions. At the same time, visuospatial cognition is intimately connected with memory, self-awareness, and simulation capacity. In the present article, we review issues associated (...)
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  11. Numerical Origins: The Critical Questions.Karenleigh A. Overmann - 2021 - Journal of Cognition and Culture 21 (5):449-468.
    Four perspectives on numerical origins are examined. The nativist model sees numbers as an aspect of numerosity, the biologically endowed ability to appreciate quantity that humans share with other species. The linguistic model sees numbers as a function of language. The embodied model sees numbers as conceptual metaphors informed by physical experience and expressed in language. Finally, the extended model sees numbers as conceptual outcomes of a cognitive system that includes material forms as constitutive components. If numerical origins are to (...)
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  12.  64
    Writing as an extended cognitive system.Karenleigh A. Overmann - 2024 - Phenomenology and the Cognitive Sciences:1-21.
    This paper presents writing as an extended cognitive system comprised of brain, body, and the material form that is writing. Part I introduces the theoretical framework used for the analysis, Material Engagement Theory (MET), and the initial insights into writing systems gained by applying MET to Mesopotamian artifacts for numbers and writing. Part II discusses how writing as a material form has changed over time and why this material change reflects, accumulates, and distributes change in the behaviors and brains of (...)
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  13. The cultural challenge in mathematical cognition.Andrea Bender, Dirk Schlimm, Stephen Crisomalis, Fiona M. Jordan, Karenleigh A. Overmann & Geoffrey B. Saxe - 2018 - Journal of Numerical Cognition 2 (4):448–463.
    In their recent paper on “Challenges in mathematical cognition”, Alcock and colleagues (Alcock et al. [2016]. Challenges in mathematical cognition: A collaboratively-derived research agenda. Journal of Numerical Cognition, 2, 20-41) defined a research agenda through 26 specific research questions. An important dimension of mathematical cognition almost completely absent from their discussion is the cultural constitution of mathematical cognition. Spanning work from a broad range of disciplines – including anthropology, archaeology, cognitive science, history of science, linguistics, philosophy, and psychology – we (...)
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  14.  6
    Inka Numbers, Khipu, and Yupana: a Reanalysis.Cinzia Florio & Karenleigh A. Overmann - 2025 - Journal of Cognition and Culture 25 (1-2):128-158.
    We review the history of decipherment on the technologies used for numbers by the Inkas – khipus and yupanas. We offer a novel interpretation of the portable “checkerboard” yupana drawn in 1615, revealing a numerical algorithm. This analysis sheds new light on the Inka number system, questioning its inclusion of a concept of zero and its interpretation as a positional system. We conclude that Inka numbers and computational methods were likely non-positional, analogous to Mesopotamian, Egyptian, Greek, and Roman numbers. We (...)
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  15. The prehistory of number concept.Karenleigh A. Overmann, Thomas Wynn & Frederick L. Coolidge - 2011 - Behavioral and Brain Sciences 34 (3):142-144.
    Carey leaves unaddressed an important evolutionary puzzle: In the absence of a numeral list, how could a concept of natural number ever have arisen in the first place? Here we suggest that the initial development of natural number must have bootstrapped on a material culture scaffold of some sort, and illustrate how this might have occurred using strings of beads.
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  16.  6
    Philosophy and prehistory: new perspectives on minds, art, and culture.Corijn van Mazijk, Anton Killin & Karenleigh A. Overmann - forthcoming - Phenomenology and the Cognitive Sciences:1-12.
    This article introduces the special issue “Philosophy and Prehistory: New Perspectives on Minds, Art, and Culture.” The primary motivation for the issue was to create a space where philosophy and evolutionary cognitive archaeology could intersect. We wanted to encourage cognitive archaeologists to reflect on their field from a philosophical perspective, and philosophers to consider key methodological, theoretical, or conceptual issues in evolutionary cognitive archaeology. We thereby aimed to bridge a perceived gap between philosophical and scientific research on prehistory, and to (...)
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  17.  53
    Oxford Handbook of Cognitive Archaeology.Thomas Wynn, Karenleigh A. Overmann & Frederick L. Coolidge (eds.) - 2024 - Oxford University Press.
    The Oxford Handbook of Cognitive Archaeology showcases the theories, methods, and accomplishments of archaeologists who investigate the human mind—its evolutionary development, its ideation, and its very nature—through material forms. The intellectual heart of cognitive archaeology is archaeology, the discipline that investigates the only direct evidence of the actions and decisions of prehistoric people. Its theories and methods are an eclectic mix of psychological, neuroscientific, paleoneurological, philosophical, anthropological, ethnographic, comparative, aesthetic, and experimental theories, methods, and models, united only by their focus (...)
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  18. Book review: Cultural Development of Mathematical Ideas, written by Geoffrey B. Saxe. [REVIEW]Karenleigh A. Overmann - 2014 - Journal of Cognition and Culture 14 (3-4):331-333.
    A review of Geoffrey B. Saxe, Cultural Development of Mathematical Ideas. Saxe offers a comprehensive treatment of social and linguistic change in the number systems used for economic exchange in the Oksapmin community of Papua New Guinea. By taking the cognition-is-social approach, Saxe positions himself within emerging perspectives that view cognition as enacted, situated, and extended. The approach is somewhat risky in that sociality surely does not exhaust cognition. Brains, bodies, and materiality also contribute to cognition—causally at least, and possibly (...)
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