This book examines reconstructs the curriculum and readings that F. M. Dostoevsky encountered during his studies at the Main Engineering School in St. Petersburg in 1838-1843 and connects such sources to the mathematical references and themes in his published works.
This book examines reconstructs the curriculum and readings that F. M. Dostoevsky encountered during his studies at the Main Engineering School in St. Petersburg in 1838-1843 and connects such sources to the mathematical references and themes in his published works.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Preface Acknowledgments List of Mathematical Terminology Chronology of Biographical Events Introduction: Tracing the Origins of Dostoevsky's Mathematical Aesthetics Chapter 1: Dostoevsky's Education at the Main Military Engineering School, 1838-1843 Chapter 2: The Certainty of Uncertainty, 2x2=5, and the Ontological Unity of the Real and the Imaginary in Notes from Underground Chapter 3: Null Sets, Pitfalls of Insolvability, and a Refutation of Utilitarian Calculus in Crime and Punishment Chapter 4: Probability, Spirituality, and Free Will Predicated on Unpredictability in The Gambler with Reference to the Personal Life and Other Writings of F.M. Dostoevsky Chapter 5: "There is no virtue, if there is no immortality": Non-Euclidean Metaphysics and the Fallibility of Scientific Determinism in "Dream of a Ridiculous Man" and The Brothers Karamazov Conclusion: A Dynamic Mathematical Legacy Appendix: The Historical Development of Mathematics in Imperial Russia Bibliography About the Author
Preface Acknowledgments List of Mathematical Terminology Chronology of Biographical Events Introduction: Tracing the Origins of Dostoevsky's Mathematical Aesthetics Chapter 1: Dostoevsky's Education at the Main Military Engineering School, 1838-1843 Chapter 2: The Certainty of Uncertainty, 2x2=5, and the Ontological Unity of the Real and the Imaginary in Notes from Underground Chapter 3: Null Sets, Pitfalls of Insolvability, and a Refutation of Utilitarian Calculus in Crime and Punishment Chapter 4: Probability, Spirituality, and Free Will Predicated on Unpredictability in The Gambler with Reference to the Personal Life and Other Writings of F.M. Dostoevsky Chapter 5: "There is no virtue, if there is no immortality": Non-Euclidean Metaphysics and the Fallibility of Scientific Determinism in "Dream of a Ridiculous Man" and The Brothers Karamazov Conclusion: A Dynamic Mathematical Legacy Appendix: The Historical Development of Mathematics in Imperial Russia Bibliography About the Author
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