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To: DUMBGRUNT

For some light reading, feel free to browse through Havens' paper, "Linear fractional transformations and nonlinear leaping convergents of some continued fractions," especially if you are interested in seeing the nonlinear recurrence relations among convergents of linear transformation of various infinite continued fractions, includes those quasi-periodic continued fractions of Hurwitz and of Tasoev.

And who isn't?

9 posted on 05/16/2020 6:56:51 PM PDT by Carl Vehse

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To: Carl Vehse

And who isn’t?

Zeno’s walk, I’m in!

But this makes my brain hurt.

16 posted on 05/16/2020 7:10:24 PM PDT by DUMBGRUNT

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To: Carl Vehse

First, can someone please tell me how long is 120 centimeters?

21 posted on 05/16/2020 8:04:44 PM PDT by davius (You can roll manure in powdered sugar but that don't make it a jelly doughnut.)