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Autorenporträt
Markus Pantsar is a Visiting Professor at the RWTH Aachen University, Germany, and Docent in theoretical philosophy at the University of Helsinki, Finland. He is the author of Truth, Proof, and Gödelian Arguments: A Defence of Tarskian Truth in Mathematics (2009), and many journal articles on the cognitive foundations of arithmetical knowledge.
Inhaltsangabe
Preface Introduction: a fractured landscape Part I. Ontogeny: 1. Proto-arithmetical 2. Acquisition of number concepts 3. Enculturation Part II. Phylogeny and History: 4. The phylogeny and cultural history of number concepts 5. The Development of arithmetic 6. Cumulative cultural evolution Part III. Epistemology and Ontology: 7. Conventionalism and intersubjectivity 8. The character of arithmetical knowledge 9. Ontological considerations Conclusion Bibliography Index.
Preface Introduction: a fractured landscape Part I. Ontogeny: 1. Proto-arithmetical 2. Acquisition of number concepts 3. Enculturation Part II. Phylogeny and History: 4. The phylogeny and cultural history of number concepts 5. The Development of arithmetic 6. Cumulative cultural evolution Part III. Epistemology and Ontology: 7. Conventionalism and intersubjectivity 8. The character of arithmetical knowledge 9. Ontological considerations Conclusion Bibliography Index.
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