Is mathematics invented or discovered? Why does this seemingly abstract discipline provide the key to unlocking the deep secrets of the physical universe? Famous mathematicians, mathematical physicists and philosophers of mathematics try to answer these questions in a series of accessible chapters that shed light on what mathematics really means.
Is mathematics invented or discovered? Why does this seemingly abstract discipline provide the key to unlocking the deep secrets of the physical universe? Famous mathematicians, mathematical physicists and philosophers of mathematics try to answer these questions in a series of accessible chapters that shed light on what mathematics really means.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Reverend Dr John Polkinghorne gained his PhD in physics at Cambridge University in 1955. After a brief period as Lecturer in Mathematical Physics at Edinburgh University, he returned to Cambridge until, in 1979, he resigned his Professorship to train for the Anglican Priesthood. He served as Dean and Chaplin of Trinity Hall and then President of Queen's College, Cambridge until his retirement in 1996. In 1997 Polkinghorne was awarded a KBE and in 2002 he won the Templeton Prize for Science and Religion. He is an elected Fellow of the Royal Society and his professional service has included membership of the Nuclear Physics Board and the BMA Medical Ethics Committee. He is a founding member of the International Society for Science and Religion and has been made an Honorary Doctor of Divinity by the University of Kent and Durham University, and an Honorary Doctor of Science by the University of Exeter, the University of Leicester and the Marquette University.
Inhaltsangabe
Introduction 1: Timothy Gowers: Is Mathematics Discovered or Invented? 2: Marcus du Sautoy: Exploring the Mathematical Library of Babel 3: John Polkinghorne: Mathematical Reality 4: Roger Penrose: Mathematics, the Mind, and the Physical World 5: Peter Lipton: Mathematical Understanding 6: Mary Leng: Creation and Discovery in Mathematics 7: Michael Detlefsen: Discovery, Invention and Realism: Gödel and others on the Reality of Concepts 8: Stewart Shapiro: Mathematics and Objectivity 9: Gideon Rosen: The Reality of Mathematical Objects 10: Mark Steiner: Getting More out of Mathematics than What We Put In Index
Introduction 1: Timothy Gowers: Is Mathematics Discovered or Invented? 2: Marcus du Sautoy: Exploring the Mathematical Library of Babel 3: John Polkinghorne: Mathematical Reality 4: Roger Penrose: Mathematics, the Mind, and the Physical World 5: Peter Lipton: Mathematical Understanding 6: Mary Leng: Creation and Discovery in Mathematics 7: Michael Detlefsen: Discovery, Invention and Realism: Gödel and others on the Reality of Concepts 8: Stewart Shapiro: Mathematics and Objectivity 9: Gideon Rosen: The Reality of Mathematical Objects 10: Mark Steiner: Getting More out of Mathematics than What We Put In Index
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