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  1. The Child's Conception of Space.Jean Piaget, Baerbel Inhelder, F. J. Langdon & J. L. Lunzer - 1957 - British Journal of Educational Studies 5 (2):187-189.
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  • Why Are (Most) Laws of Nature Mathematical?Mauro Dorato - 2005 - In Jan Faye, Paul Needham, Uwe Scheffler & Max Urchs (eds.), Nature's Principles. Springer. pp. 55--75.
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  • The Psychology of Intelligence.Rex Knight, Jean Piaget, M. Piercy & D. E. Berlyne - 1951 - Philosophical Quarterly 1 (5):470.
    First Published in 1999. Routledge is an imprint of Taylor & Francis, an informa company.
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  • Towards a Darwinian approach to mathematics.Helen De Cruz - 2006 - Foundations of Science 11 (1-2):157-196.
    In the past decades, recent paradigm shifts in ethology, psychology, and the social sciences have given rise to various new disciplines like cognitive ethology and evolutionary psychology. These disciplines use concepts and theories of evolutionary biology to understand and explain the design, function and origin of the brain. I shall argue that there are several good reasons why this approach could also apply to human mathematical abilities. I will review evidence from various disciplines (cognitive ethology, cognitive psychology, cognitive archaeology and (...)
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  • Edmund Husserl’s ‘Origin of Geometry’: An Introduction.Richard M. Martin - 1980 - Philosophy and Phenomenological Research 40 (3):436-436.
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  • Towards a Darwinian Approach to Mathematics.Helen Cruz - 2006 - Foundations of Science 11 (1):157-196.
    In the past decades, recent paradigm shifts in ethology, psychology, and the social sciences have given rise to various new disciplines like cognitive ethology and evolutionary psychology. These disciplines use concepts and theories of evolutionary biology to understand and explain the design, function and origin of the brain. I shall argue that there are several good reasons why this approach could also apply to human mathematical abilities. I will review evidence from various disciplines (cognitive ethology, cognitive psychology, cognitive archaeology and (...)
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  • The Applicability of Mathematics as a Philosophical Problem.Mark Steiner - 2000 - Mind 109 (434):390-394.
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  • A purely geometric module in the rat's spatial representation.Ken Cheng - 1986 - Cognition 23 (2):149-178.
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  • Toward a semiotics of mathematics.Brian Rotman - 1988 - Semiotica 72 (1-2):1-36.
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