156 results on '"Lützen, Jesper"'
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2. On 'Space' and 'Geometry' in the Nineteenth Century
3. Impossible Equations Made Possible
4. Circle Quadrature in the Seventeenth Century
5. Introduction
6. Hilbert and Impossible Problems
7. Arrow’s Impossibility Theorem
8. Fermat’s Last Theorem
9. Constructions with Ruler and Compass
10. Impossibility in Physics
11. Circle Quadrature in the Eighteenth Century
12. The Classical Problems
13. Conclusion
14. Impossibility of Proving the Parallel Postulate
15. Prehistory
16. The Insolvability of the Quintic by Radicals
17. Cube Duplication and Angle Trisection in the Seventeenth and Eighteenth Centuries
18. Hilbert and Gödel on Axiomatization and Incompleteness
19. Classical Problems of Antiquity
20. Euler and the Bridges of Königsberg
21. The First Impossibility Proof
22. Diorisms
23. Impossible Integrals
24. A Question of Fundamental Methodology: Reply to Mikhail Katz and His Coauthors
25. A History of Mathematical Impossibility
26. Chapter Seven: Francesco Maurolico and Equal Moments
27. Chapter Nine: Galileo Galilei and Hero’s Lost Principles
28. Chapter Six: Niccolò Tartaglia and the Science of Weights
29. Chapter Four: The Medieval Science of Weights
30. Chapter Eight: Guidobaldo dal Monte and Hero’s Machines
31. Chapter Five: The Recovery of Ancient Mechanics
32. Chapter One: Devices and Desires
33. Chapter Three: The Alexandria Quartet
34. Chapter Two: Archimedes Mechanicus
35. Introduction
36. Rethinking the Ancient Mathematical Text: Ming-Qing Scholars’ Critical Reflections on The Gnomon of the Zhou [Dynasty]
37. Postface
38. On the First Printed Edition of Mathematical Book in Nine Chapters (1842)
39. Babylonian Astronomy: Editing and Interpreting an Ancient Science
40. The Critical Edition of the Mathematical Texts of Greek Antiquity: Challenges and Methods
41. Reduction of Absurdity: Notes on the Editorial Transformations of Greek Diagrams
42. Shaping a Mathematical Text in Sanskrit: H. T. Colebrooke, Sudhākara Dvivedin, and Pṛthūdaka’s Commentary on the Twelfth Chapter of the Brāhmasphuṭasiddhānta
43. Numbers and Quantities in Editions of Economic and Administrative Cuneiform Texts From the Beginning of the Second Millennium BCE: The Case of the Capacity System
44. Representing Numbers and Quantities in Editions of Mathematical Cuneiform Texts
45. Editing the Sumerians, How and Why?
46. Editing a Foundational Work on Classical Indian Medicine: The Printed Editions of the Carakasaṃhitā in Context
47. A Theory of Philological Practice in Early Modern India
48. The Asiatic Society, the Bibliotheca Indica and Devanāgarī Printing in Bengal: The Historical Context of the Editio Princeps of the Nyāyabhāṣya
49. Shaping the Sciences of the Ancient and Medieval World: An Introduction
50. Before the Library of Babel: On Some Very Early Philologers
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