4430550e-43a8-49d1-9778-861fc5872079 12 4 5 fraction

&[DATE] &[TIME] - &[FILENAME]

π float 40 convert maple 1.570796327 109^* 5108^* /

π 3.14159265358979 1014^* 11014^* /

Thiele 11012 -^* 1.0475 0.25 0.4536 - 0.5 1.2879 - 0.75 5.8979 1 0.2575 1.5 108.4294 - 2 0.0102 - 3 431.1187 - 4 0.0041 - 6 1343.1271 - 102 mat :

K Thiele 2 col :

vx Thiele 1 col :

vx vy 0 Thiele

Thiele Mathcad11/Maple symbolic of "Cf(x)" x Cf K 1 el x vx 1 el - K 2 el x vx 2 el - K 3 el x vx 3 el - K 4 el x vx 4 el - K 5 el x vx 5 el - K 6 el x vx 6 el - K 7 el / + / + / + / + / + / + :

Expand symbolic Cf(x), collect coefficients recast in J(β,x)for export.

β x J x Cf confrac x convert maple : 6910000 / 3083178490897975000000000000000 / x 34956429271172973125981961663569817959400000000 / + 4157756796633422298484854394201887133398247239152095833707774138850191201934400000000000000 / x 3884242410686621984633524407594160457479232708321748865746456809793813911512746984947076049325736868814442076513026305598933640000000 / - (130919076715954289329414323632153877191848493823541207335129720269004251407791456145265451421591701363455446843638681019259549059352875374021361385905029627809870913447162024482451019140625000000 / x 118803865885992630123789058232268333642246684585229329980698145509706228956697952530724872876765000000 / - (/ - (/ + (/ -

I found no way to express the long fraction coefficients in visible decimal coefficients. The J_Fraction is a formal algorithm in computing machinery [a bit monkey buiness of coding]. The rule of indexing the coefficients is also "formal". We can only collect manually coeffcients collect in vector, that we further transit in the decimal places of your choice for export.

β 6910000 / 34956429271172973125981961663569817959400000000 / 3884242410686621984633524407594160457479232708321748865746456809793813911512746984947076049325736868814442076513026305598933640000000 / 118803865885992630123789058232268333642246684585229329980698145509706228956697952530724872876765000000 / 3083178490897975000000000000000 / 4157756796633422298484854394201887133398247239152095833707774138850191201934400000000000000 / 130919076715954289329414323632153877191848493823541207335129720269004251407791456145265451421591701363455446843638681019259549059352875374021361385905029627809870913447162024482451019140625000000 / 71 mat :

β 0.0069 5.66889 4.77232 0.36003 0.06166 27.33643 7.69495 106 -^* 71 mat

β 0.0069 5.66889 4.77232 0.36003 0.06166 27.33643 7.69495 106 -^* 71 mat :

=> Transit =>

V n Vround NOT prefered here i 1 V rows range m i el V i el n round : for m 31 line :

Desired  => visible and exportable β x J β 1 el β 5 el x β 2 el + β 6 el x β 3 el - (β 7 el x β 4 el - (/ - (/ + (/ - :

clear useless bracketing β 1 el β 5 el x β 2 el + β 6 el x β 3 el - β 7 el x β 4 el - / - / + / - 21 line