如何解决有没有办法在两条黄道曲线之间映射点?
黄道曲线E1:y^2 = x^3+7过F17,基点G为(15,13) 而第二条黄道曲线E2:y^2 = x^3+7在F31上,基点G相同是(15,13)。
我的问题是:有没有办法根据F17计算F31的等价点? 例如:曲线F17的7G = (10,15),如何计算F31的7G?结果应该是 F31 上的 7G = (12,14)。
下面是两条曲线的所有点:
#----曲线F17-------#
- 1G = (15,13)
- 2G = (2,10)
- 3G = (8,3)
- 4G = (12,1)
- 5G = (6,6)
- 6G = (5,8)
- 7G = (10,15)
- 8G = (1,12)
- 9G = (3,0)
- 10G = (1,5)
- 11G = (10,2)
- 12G = (5,9)
- 13G = (6,11)
- 14G = (12,16)
- 15G = (8,14)
- 16G = (2,7)
- 17G = (15,4)
#----曲线F31-------#
- 1G = (15,13)
- 2G = (29,17)
- 3G = (1,22)
- 4G = (20,19)
- 5G = (21,17)
- 6G = (23,23)
- 7G = (12,14)
- 8G = (11,27)
- 9G = (25,22)
- 10G = (7,19)
- 11G = (27,27)
- 12G = (5,9)
- 13G = (0,24)
- 14G = (4,12)
- 15G = (22,23)
- 16G = (3,13)
- 17G = (13,18)
- 18G = (17,23)
- 19G = (24,4)
- 20G = (24,27)
- 21G = (17,8)
- 22G = (13,13)
- 23G = (3,18)
- 24G = (22,8)
- 25G = (4,19)
- 26G = (0,7)
- 27G = (5,22)
- 28G = (27,4)
- 29G = (7,12)
- 30G = (25,9)
- 31G = (11,4)
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