[D66] [MATH] New fractional approximations for e and √2 found (!)

[René Oudeweg]

(Meer nieuws...)


e            = 2.71828 18284590452353602874713526624977572...

reinold at fedora:~/Projects/evenodd$ python eo.py 4000 4 1  2.71828

650/607      = 2.71828 66556836902800658978583196046128500823723229


SQRT(2)   √2 ≈ 4756/3363

                  1.414213 5623730950488016887242096980785696718

reinold at fedora:~/Projects/evenodd$ python eo.py 4000 2 3 1.41421

816/577        = 1.41421 14384748700173310225303292894280762564991334
1492/1055      = 1.41421 80094786729857819905213270142180094786729858
1970/1393      = 1.41421 39267767408470926058865757358219669777458722
2448/1731      = 1.41421 14384748700173310225303292894280762564991334
2646/1871      = 1.41421 69962586851950828433992517370390165686798503
3124/2209      = 1.41421 45767315527387958352195563603440470801267542
3322/2349      = 1.41421 88165176670923797360578969774372073222647935
3602/2547      = 1.41421 27993718099725166862976050255202198665096192
3800/2687      = 1.41421 65984369184964644585039077037588388537402307

4756/3363      = 1.414213 4998513232233125185845970859351769253642581