Pages that link to "Item:Q3993009"
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The following pages link to Ideas of space. Euclidean, non-Euclidean, and relativistic. (Q3993009):
Displaying 16 items.
- What did Gauss read in the appendix? (Q452116) (← links)
- Why Euclid's geometry brooked no doubt: J. H. Lambert on certainty and the existence of models (Q833025) (← links)
- Curving Newtonian space (Q1387797) (← links)
- The mathematics of the past: distinguishing its history from our heritage (Q1877688) (← links)
- Searches for the origins of the epistemological concept of model in mathematics (Q2357601) (← links)
- What did Frege take Russell to have proved? (Q2695175) (← links)
- Why Proof? A Historian’s Perspective (Q2915845) (← links)
- (Q3647056) (← links)
- Figures of Light in the Early History of Relativity (1905–1914) (Q4557056) (← links)
- HILBERT, DUALITY, AND THE GEOMETRICAL ROOTS OF MODEL THEORY (Q4637948) (← links)
- P. Tannery : le lien entre les mathématiques et la $Revue$ $Philosophique$ (Q6050663) (← links)
- Let \(G\) be a group (Q6599251) (← links)
- Mathematics at infinity (Q6599253) (← links)
- On ``space'' and ``geometry'' in the nineteenth century (Q6623913) (← links)
- The direction-theory of parallels: geometry and philosophy in the age of Kant (Q6623920) (← links)
- Reflections (Q6623927) (← links)
