Rogers–Ramanujan continued fraction: Revision history

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curprev 21:0221:02, 24 April 2024‎ Michael Hardy talk contribs‎ 29,967 bytes +309‎ No edit summary undo

curprev 16:0916:09, 10 October 2023‎ Reformbenediktiner talk contribs‎ m 29,658 bytes +2‎ →‎Derivation of Non-Lemniscatic values undo
curprev 10:5310:53, 10 October 2023‎ Reformbenediktiner talk contribs‎ 29,656 bytes +110‎ →‎Derivation of special values: This really looks better. In this way I do not use this <math> \Phi </math> symbol everywhere. And in my expressions, this new tangent expression looks even nicer. undo

curprev 07:0707:07, 16 September 2023‎ Reformbenediktiner talk contribs‎ 29,546 bytes +2,104‎ I described a second way of getting a special R-value! undo

curprev 10:5110:51, 3 November 2022‎ Titus III talk contribs‎ 21,183 bytes +21‎ →‎Quintic equations: Equivalent form consistent with previous section undo

curprev 14:5814:58, 10 July 2022‎ XOR'easter talk contribs‎ 20,387 bytes −34‎ →‎Examples of R(q): "deg equation"? undo
curprev 10:5210:52, 10 July 2022‎ Tercer talk contribs‎ 20,421 bytes −3,468‎ remove unreliable unsources undo

curprev 01:4701:47, 20 April 2022‎ Titus III talk contribs‎ 23,367 bytes +29‎ →‎Other results: This beautiful result deserves a better formatting. undo

curprev 05:5105:51, 18 April 2022‎ Titus III talk contribs‎ 21,734 bytes +660‎ →‎Quintic equations: Gave a 2nd example with familiar R(q) and R(q^2) undo
curprev 02:2502:25, 18 April 2022‎ Titus III talk contribs‎ 21,074 bytes +120‎ →‎Quintic equations: Copy edit and more details undo

curprev 15:4715:47, 15 April 2022‎ Titus III talk contribs‎ 18,379 bytes +9‎ →‎Relation to j-function: Small typo undo
curprev 15:4515:45, 15 April 2022‎ Titus III talk contribs‎ 18,370 bytes +125‎ →‎Relation to j-function: Alternative form for j(5\tau) undo
curprev 13:4513:45, 15 April 2022‎ Titus III talk contribs‎ 18,245 bytes +2‎ →‎Special values: Minor switch of addends undo
curprev 13:4313:43, 15 April 2022‎ Titus III talk contribs‎ 18,243 bytes +984‎ →‎Relation to modular forms: Copy-edit, used more concise formatting, and explained equivalence of the various notations of the Jacobi theta functions undo