2022-10-29 15:46:12 +0100 | edited question | How to get result - diophantines equation How to get result - diophantines equation I tried to enter this question: sage: var('x y') (x, y) sage: eq1=16^(x^2+y)+ |
2022-10-29 15:45:26 +0100 | asked a question | How to get result - diophantines equation How to get result - diophantines equation I tried to enter this question: sage: var('x y') (x, y) sage: eq1=16^(x^2+y)+ |
2022-05-07 13:45:31 +0100 | commented answer | Checking accuracy Is there any method to get rid of the "irreduclible cuberoots"? |
2022-04-10 17:43:31 +0100 | edited question | Checking accuracy Checking accuracy sage: a=-1/2 sage: b=sqrt(3)/2 sage: s=(3/8(a^3+sqrt(-a^4b^2-2a^2b^4-b^6)+ab^2)^(1/3)-(-5184a^ |
2022-04-10 17:41:52 +0100 | edited question | Checking accuracy Checking accuracy sage: a=-1/2 sage: b=sqrt(3)/2 sage: s=(3/8(a^3+sqrt(-a^4b^2-2a^2b^4-b^6)+ab^2)^(1/3)- |
2022-04-10 17:40:45 +0100 | edited question | Checking accuracy Checking accuracy sage: a=-1/2 sage: b=sqrt(3)/2 sage: s=(3/8(a^3+sqrt(-a^4b^2-2a^2b^4-b^6)+ab^2)^(1/3)-(-5184a^ |
2022-04-10 17:40:07 +0100 | asked a question | Checking accuracy Checking accuracy sage: a=-1/2 sage: b=sqrt(3)/2 sage: s=(3/8(a^3+sqrt(-a^4b^2-2a^2b^4-b^6)+ab^2)^(1/3)-(-5184a^2-5184b^ |
2022-04-08 15:46:41 +0100 | commented answer | How to convert an integer to fixed length binary string in Sage? sage: N(bin(round(pi*10^16)),digits=15) 3.14159265358979e16 But it looks answer is not in binary though. |
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2022-04-06 13:28:12 +0100 | answered a question | Program stop at i=95 ok. so It seems it was very difficult case and now finally solved as: i= 95 , n= 31415926535897932384626433832795028841 |
2022-04-06 11:41:39 +0100 | edited question | Program stop at i=95 Program stop at i=95 When I run the below code, the computer stopped at i=95: for i in range(1,200): n=round(pi*10^i |
2022-04-06 10:42:25 +0100 | asked a question | Program stop at i=95 Program stop at i=95 When I run the below code, the computer stopped at i=95: for i in range(1,200): n=round(pi*10^i |
2022-03-30 11:25:10 +0100 | commented question | /usr/share/sagemath/bin/sage-python: line 2: 96052 Killed sage -python "$@" The code (or commands run) were added above in the original email. The problem may not appear at once, but only after ru |
2022-03-29 19:03:18 +0100 | commented question | /usr/share/sagemath/bin/sage-python: line 2: 96052 Killed sage -python "$@" The code (or commands run) were added above in the original email. The problem may not appear at once, but only after ru |
2022-03-29 04:44:36 +0100 | received badge | ● Editor (source) |
2022-03-29 04:44:36 +0100 | edited question | /usr/share/sagemath/bin/sage-python: line 2: 96052 Killed sage -python "$@" /usr/share/sagemath/bin/sage-python: line 2: 96052 Killed sage -python "$@" It looks the Python gets ki |
2022-03-28 12:53:43 +0100 | asked a question | /usr/share/sagemath/bin/sage-python: line 2: 96052 Killed sage -python "$@" /usr/share/sagemath/bin/sage-python: line 2: 96052 Killed sage -python "$@" It looks the Python gets ki |