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OBTAINING KEYS FROM BROADCASTERS IN SUPERSINGULAR ISOGENY-BASED CRYPTOSYSTEMS

机译:从基于超子遗传学的密码系统中获取广播公司的钥匙

摘要

In some aspects, a key establishment protocol is executed to generate a shared secret. A first entity calculates a first image curve EArepresenting an image of an elliptic curve E under a first isogeny ΦA; calculates a first pair of elliptic curve points {ΦA(PB),ΦA(QB)}; calculates secret integers {c, d}; sends the first image curve EA and the first pair of elliptic curve points {ΦA(PB),ΦA(QB)} to a second entity; receives a second image curve EABand a third pair of elliptic curve points {ψB(R), ψB(S)} from the second entity; calculates a third image curve EÃBA representing an image of the second image curve EBA under a second isogeny Φ̃A, wherein the second isogeny Φ̃A is identified based on the secret integers {c, d} and the third pair of elliptic curve points {ψB(R), ψB(S)}; and calculates the shared secret based on the third image curve EÃBA.
机译:在某些方面,执行密钥建立协议以生成共享密钥。第一实体计算第一图像曲线 e a 表示第一是第一个是第一个是椭圆曲线的图像 e 的图像φ a ; 计算第一对椭圆曲线点{φ a ( p b ),φ a (< i> q b )};计算秘密整数{ c,d };发送第一图像曲线 e a 和第一对椭圆曲线点{φ a ( p b ),φ a ( q b )}到第二个实体;接收第二图像曲线 e ab 和第三对椭圆曲线点{ψ B ( r ),ψ b ( s < / i>)}从第二个实体;计算第三图像曲线 e Ãba表示第二图像曲线 e 的图像Ba 在第二个是Isogeny φ a ,其中第二个是Isogeny φ <基于秘密整数{ c,d }和第三对椭圆曲线点{ψ来识别子> b ( r ),ψ b ( s )};基于第三图像曲线 e ãba来计算共享秘密。

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