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| 2012-03-19 05:10:11 +0200 | marked best answer | How to load and use a PARI/GP script in Sage notebook? Do |
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| 2012-03-17 10:22:50 +0200 | asked a question | How to correctly load and use a pari/gp script in sage notebook Take for example the script http://math.stanford.edu/~stange/scri... What I do is copying the script to a txt file and name it tatepairing.gp. Then I go to my sage notebook and choose above the option 'gp'. In the first block I write "\r filename" where filename is the whole path of the file tatepairing.gp (so C:....\tatepairing.gp) and evaluate it. If you go to the link you see a function tate_pairing_alg with input an elliptic curve, two points on it and an integer. Therefore I define (over $\mathbb{F}_5$) e = ellinit([0,0,0,4,0]*Mod(1,5)) P1= [2,4] P2=[1,0] Now I do tate_pairing_alg(e, P1, P2, 4), the answer is * at top-level: tatepairing.tate_pairing_alg(e,P ^-------------------- ** not a function in function call If you see me doing things wrongly please let me know it :-) Thanks |
| 2012-03-17 10:21:26 +0200 | asked a question | How to load and use a PARI/GP script in Sage notebook? Take for example the script http://math.stanford.edu/~stange/scri... What I do is copying the script to a txt file and name it tatepairing.gp. Then I go to my sage notebook and choose above the option 'gp'. In the first block I write "\r filename" where filename is the whole path of the file tatepairing.gp (so C:....\tatepairing.gp) and evaluate it. If you go to the link you see a function tate_pairing_alg with input an elliptic curve, two points on it and an integer. Therefore I define (over $\mathbb{F}_5$) e = ellinit([0,0,0,4,0]*Mod(1,5)) P1= [2,4] P2=[1,0] Now I do tate_pairing_alg(e, P1, P2, 4), the answer is * at top-level: tatepairing.tate_pairing_alg(e,P ^-------------------- ** not a function in function call If you see me doing things wrongly please let me know it :-) Thanks |
Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a Creative Commons Attribution Share Alike 3.0 license.