Pages that link to "Item:Q1205956"
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The following pages link to John Machin and Robert Simson on inverse-tangent series for \(\pi\) (Q1205956):
Displaying 8 items.
- Some results on conic sections in the correspondence between Colin MacLaurin and Robert Simson (Q1205953) (← links)
- Birth, growth and computation of pi to ten trillion digits (Q1693543) (← links)
- On the computation and verification of \(\pi\) using BBP-type formulas (Q2301911) (← links)
- Charles L. Dodgson's geometric approach to arctangent relations for pi (Q2367149) (← links)
- Writing \(\pi\) as sum of arctangents with linear recurrent sequences, golden mean and Lucas numbers (Q2876606) (← links)
- A new form of the Machin-like formula for pi by iteration with increasing integers (Q5080352) (← links)
- Three essays on Machin's type formulas (Q6057055) (← links)
- Analysis and synthesis in Robert Simson's \textit{the elements of Euclid} (Q6639168) (← links)