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The following pages link to Did Weierstrass’s differential calculus have a limit-avoiding character? His definition of a limit in<b>ϵ</b>–<b>δ</b>style (Q5413565):
Displaying 6 items.
- ``The last aim is always the representation of a function'': foundation of analysis in Weierstrass in 1886, historical roots and parallels (Q1206482) (← links)
- Cauchy's infinitesimals, his sum theorem, and foundational paradigms (Q1616116) (← links)
- The notion of variable quantities \(\omega\) in Bolzano's early works (Q1986997) (← links)
- The development of the concept of uniform convergence in Karl Weierstrass's lectures and publications between 1861 and 1886 (Q2040449) (← links)
- Bolzano, Cauchy, Epsilon, Delta (Q2757520) (← links)
- 19th-century real analysis, forward and backward (Q6164797) (← links)