Pages that link to "Item:Q5309928"
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The following pages link to Making Mathematics in an Oral Culture: Göttingen in the Era of Klein and Hilbert (Q5309928):
Displaying 22 items.
- Mathematics made in Germany: on the background to Hilbert's Paris lecture (Q384410) (← links)
- Book review of: M. Koreuber, Emmy Noether, die Noether-Schule und die moderne Algebra. Zur Geschichte einer kulturellen Bewegung. (Q508129) (← links)
- ``Local-global'': the first twenty years (Q633852) (← links)
- Max von Laue's role in the relativity revolution (Q976305) (← links)
- Hilbert's early carrier: encounters with allies and rivals (Q1777520) (← links)
- On resolving singularities of plane curves via a theorem attributed to Alfred Clebsch (Q2041104) (← links)
- On Emmy Noether's role in the relativity revolution (Q2315959) (← links)
- Sanskrit versus Greek `proofs': history of mathematics at the crossroads of philology and mathematics in nineteenth-century Germany (Q2790139) (← links)
- Otto Neugebauer and Ancient Egypt (Q2798192) (← links)
- Zionist Internationalism through Number Theory: Edmund Landau at the Opening of the Hebrew University in 1925 (Q3087812) (← links)
- Egg-Forms and Measure-Bodies: Different Mathematical Practices in the Early History of the Modern Theory of Convexity (Q3613687) (← links)
- Klein, Hilbert, and the Gottingen Mathematical Tradition (Q4390435) (← links)
- Segre’s University Courses and the Blossoming of the Italian School of Algebraic Geometry (Q4554371) (← links)
- (Q4571827) (← links)
- Reflections on the Notion of Culture in the History of Mathematics: The Example of “Geometrical Equations” (Q4593279) (← links)
- Hilbert’s sixth problem: between the foundations of geometry and the axiomatization of physics (Q5154189) (← links)
- Otto Neugebauer’s Vision for Rewriting the History of Ancient Mathematics (Q5378064) (← links)
- Contrasting aims and approaches in the study of ancient Egyptian mathematics in the 1920$ \text{s}$ (Q6050666) (← links)
- Mini-workshop: Felix Klein's foreign students: opening up the way for transnational mathematics. Abstracts from the mini-workshop held October 15--20, 2023 (Q6613391) (← links)
- How useful is the term `modernism' for understanding the history of early twentieth-century mathematics? (Q6623916) (← links)
- On set theories and modernism (Q6623918) (← links)
- Two contrasting and complementary views of Göttingen: letters from the first female Norwegian Ph.D. in mathematics, Elizabeth Stephansen, to her compatriot Carl Størmer in the winter semester of 1902/3 (Q6659787) (← links)
