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Infinity in Calculus

Open Happypig375 opened this issue 6 years ago • 6 comments

Especially in sum. Implementing infinite series would enable arbitrary precise decimal outputs for pi, e and the (inverse) trigonometric functions. Helps implementing #221.

Happypig375 avatar Sep 19 '17 12:09 Happypig375

See #148

jiggzson avatar Sep 28 '17 04:09 jiggzson

While #134 and #148 are closed, this is still not implemented. sum(1/(2^x),x,1,Infinity) won't evaluate.

Happypig375 avatar Dec 31 '17 14:12 Happypig375

sum(1/(2^x),x,1,Infinity) should=> 1

Happypig375 avatar Jan 11 '18 13:01 Happypig375

Request reopen

Happypig375 avatar Jan 12 '18 15:01 Happypig375

Aren't we getting a bit into limits here?

jiggzson avatar Jan 13 '18 19:01 jiggzson

True, but when we talk about infinite series/products/integrals, we do not write things like limit(sum(1/(2^n),n,1,x),x,Infinity), but we instead write sum(1/(2^n),n,1,Infinity). The implementation could use some limits though.

Happypig375 avatar Jan 14 '18 02:01 Happypig375