please correct this google based translation Lattice-based cryptography is the non-specific term for structures of cryptographic primaries that initiate lattices, either in the anatomy itself or in the security evidence. Lattice-based structures are at present essential contender for post-quantum cryptography. Most number-theoretic cryptography, such as the Diffie-Hellman protocol and RSA cryptosystem, relies on the conjectured hardness of the integer factorization or discrete logarithm problems (in some cases, on elliptic curves). However, Shor gave efficient quantum algorithms for all these problems, which would render number-theoretic systems insecure in a future with large-scale quantum computers. 基于格子的密码术是启发格子的密码初级结构的非特定术语，无论是在解剖学本身还是在安全证据中。基于格子的结构是后量子密码学的重要竞争者。大多数数字理论密码学，如Diffie-Hellman协议和RSA密码系统，都依赖于整数分解或离散对数问题（在某些情况下，在椭圆曲线上）的猜测硬度。然而，Shor针对所有这些问题给出了高效的量子算法，这将使数量理论系统在未来具有大规模量子计算机时变得不安全。