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IOS 签名机制挺复杂,各种证书,Provisioning Profile,entitlements,CertificateSigningRequest,p12,AppID,概念一堆,也很容易出错,本文尝试从原理出发,一步步推出为什么会有这么多概念,希望能有助于理解 iOS App 签名的原理和流程。 苹果希望解决这样的问题,在 iOS 平台对第三方 APP 有绝对的控制权,一定要保证每一个安装到 iOS 上的 APP 都是经过苹果官方允许的,怎样保证呢 就是通过签名机制。 例如 e = 17. 这两个数据一组数据进行数学运算后,可以通过 n 和 d 去反解运算,反过来也可以。 大到二进制 1024 位或 2048 位时,以目前技术要破解几乎不可能,所以非常安全。 是怎样计算出来的感兴趣,可以详读这两篇文章 RSA 算法原理 一. 之所以要有第一步计算摘要,是因为非对称加密的原理限制可加密的内容不能太大 不能大于上述 n 的位数,也就是一般不能大于 1024 位/ 2048 位 ,于是若要对任意大的数据签名,就需要改成对它的特征值签名,效果是一样的。 到这里这个证书已经变得很复杂了,有很多额外信息,实际...

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WeRead团队博客 | wereadteam.github.io Reviews
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IOS 签名机制挺复杂,各种证书,Provisioning Profile,entitlements,CertificateSigningRequest,p12,AppID,概念一堆,也很容易出错,本文尝试从原理出发,一步步推出为什么会有这么多概念,希望能有助于理解 iOS App 签名的原理和流程。 苹果希望解决这样的问题,在 iOS 平台对第三方 APP 有绝对的控制权,一定要保证每一个安装到 iOS 上的 APP 都是经过苹果官方允许的,怎样保证呢 就是通过签名机制。 例如 e = 17. 这两个数据一组数据进行数学运算后,可以通过 n 和 d 去反解运算,反过来也可以。 大到二进制 1024 位或 2048 位时,以目前技术要破解几乎不可能,所以非常安全。 是怎样计算出来的感兴趣,可以详读这两篇文章 RSA 算法原理 一. 之所以要有第一步计算摘要,是因为非对称加密的原理限制可加密的内容不能太大 不能大于上述 n 的位数,也就是一般不能大于 1024 位/ 2048 位 ,于是若要对任意大的数据签名,就需要改成对它的特征值签名,效果是一样的。 到这里这个证书已经变得很复杂了,有很多额外信息,实际...
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weread团队博客,ios app 签名的原理,bang,先来看看苹果的签名机制是为了做什么,非对称加密,通常我们说的签名就是数字签名,它是基于非对称加密算法实现的,选两个质数,相乘得出一个大整数,选 1 n 间的随便一个质数,经过一系列数学公式,算出一个数字,a 通过,b 如果只知道,要推导出,需要知道,也就是要需要把 n 因数分解,这两个数据在一起就是公钥,,和 e 的情况下,要推导出私钥,需要把大整数,因数分解,目前因数分解只能靠暴力穷举,而n数字越大,越难以用穷举计算出因数,也就越安全,当
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WeRead团队博客 | wereadteam.github.io Reviews

https://wereadteam.github.io

IOS 签名机制挺复杂,各种证书,Provisioning Profile,entitlements,CertificateSigningRequest,p12,AppID,概念一堆,也很容易出错,本文尝试从原理出发,一步步推出为什么会有这么多概念,希望能有助于理解 iOS App 签名的原理和流程。 苹果希望解决这样的问题,在 iOS 平台对第三方 APP 有绝对的控制权,一定要保证每一个安装到 iOS 上的 APP 都是经过苹果官方允许的,怎样保证呢 就是通过签名机制。 例如 e = 17. 这两个数据一组数据进行数学运算后,可以通过 n 和 d 去反解运算,反过来也可以。 大到二进制 1024 位或 2048 位时,以目前技术要破解几乎不可能,所以非常安全。 是怎样计算出来的感兴趣,可以详读这两篇文章 RSA 算法原理 一. 之所以要有第一步计算摘要,是因为非对称加密的原理限制可加密的内容不能太大 不能大于上述 n 的位数,也就是一般不能大于 1024 位/ 2048 位 ,于是若要对任意大的数据签名,就需要改成对它的特征值签名,效果是一样的。 到这里这个证书已经变得很复杂了,有很多额外信息,实际...

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IOS 签名机制挺复杂,各种证书,Provisioning Profile,entitlements,CertificateSigningRequest,p12,AppID,概念一堆,也很容易出错,本文尝试从原理出发,一步步推出为什么会有这么多概念,希望能有助于理解 iOS App 签名的原理和流程。 苹果希望解决这样的问题,在 iOS 平台对第三方 APP 有绝对的控制权,一定要保证每一个安装到 iOS 上的 APP 都是经过苹果官方允许的,怎样保证呢 就是通过签名机制。 例如 e = 17. 这两个数据一组数据进行数学运算后,可以通过 n 和 d 去反解运算,反过来也可以。 大到二进制 1024 位或 2048 位时,以目前技术要破解几乎不可能,所以非常安全。 是怎样计算出来的感兴趣,可以详读这两篇文章 RSA 算法原理 一. 之所以要有第一步计算摘要,是因为非对称加密的原理限制可加密的内容不能太大 不能大于上述 n 的位数,也就是一般不能大于 1024 位/ 2048 位 ,于是若要对任意大的数据签名,就需要改成对它的特征值签名,效果是一样的。 到这里这个证书已经变得很复杂了,有很多额外信息,实际...

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