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  1. Preverbal and verbal counting and computation.C. R. Gallistel & Rochel Gelman - 1992 - Cognition 44 (1-2):43-74.
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  • Mathematical Thought from Ancient to Modern Times.M. Kline - 1978 - British Journal for the Philosophy of Science 29 (1):68-87.
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  • Initial knowledge: six suggestions.Elizabeth Spelke - 1994 - Cognition 50 (1-3):431-445.
    Although debates continue, studies of cognition in infancy suggest that knowledge begins to emerge early in life and constitutes part of humans' innate endowment. Early-developing knowledge appears to be both domain-specific and task-specific, it appears to capture fundamental constraints on ecologically important classes of entities in the child's environment, and it appears to remain central to the commonsense knowledge systems of adults.
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  • Numerical competence in animals: Definitional issues, current evidence, and a new research agenda.Hank Davis & Rachelle Pérusse - 1988 - Behavioral and Brain Sciences 11 (4):561-579.
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  • Object permanence in five-month-old infants.Elizabeth S. Spelke - 1985 - Cognition 20 (3):191-208.
    A new method was devised to test object permanence in young infants. Fivemonth-old infants were habituated to a screen that moved back and forth through a 180-degree arc, in the manner of a drawbridge. After infants reached habituation, a box was centered behind the screen. Infants were shown two test events: a possible event and an impossible event. In the possible event, the screen stopped when it reached the occluded box; in the impossible event, the screen moved through the space (...)
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  • Why are small and large numbers enumerated differently? A limited-capacity preattentive stage in vision.Lana M. Trick & Zenon W. Pylyshyn - 1994 - Psychological Review 101 (1):80-102.
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  • Indexing and the object concept: developing `what' and `where' systems.Alan M. Leslie, Fei Xu, Patrice D. Tremoulet & Brian J. Scholl - 1998 - Trends in Cognitive Sciences 2 (1):10-18.
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  • Numerical abstraction by human infants.Prentice Starkey, Elizabeth S. Spelke & Rochel Gelman - 1990 - Cognition 36 (2):97-127.
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  • The Origins of Psychological Axioms of Arithmetic and Geometry.Karen Wynn & Paul Bloom - 1992 - Mind and Language 7 (4):409-420.
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