Lattice (LTI) ICO 評価と詳細

Sale

2018年4月24日

2018年6月30日

100% 完成

募集资金 - 无数据

past

令牌详细信息

断续器

LTI

接受的货币

ETH

公司详情

注册国家

Estonia

额外细节

KYC

是

分类

平台, Cryptocurrency, 互联网, 软件, 通讯, 电子产品, 大数据, 人工智能

关于 Lattice

通过将这种晶格代码结合到块链中，我们成功地开发了一种即使在量子计算机时代也可以使用的块链（耐受性）。关于这种格子密码学，已经在全球范围内进行了许多研究。加密技术与维护安全性密切相关。例如，如果所有当前的信用卡加密系统都被黑客入侵，则可以实现不用信用卡保留支付记录的黑客行为，并且生命，经济，安全等都受到威胁。出于这个原因，该国积极研究格子密码学并发表研究成果。莱迪思的最初目标是开发不受量子计算机打破的块链。但就其本身而言，晶格块链的性能并未得到改善。我们应该瞄准的是一个没有被量子计算机打破的区块链，而且通过使用量子计算机，它是超快速结算系统的发展。加快当前区块链的路由部分。量子计算机。

％name％Roadmap

Lattice Based Cryptocurrency Open

The era of quantum computer is already in front of me. In the cryptography used in the current cryptographic currency, it is broken by the quantum computer, and its cryptographic currency becomes useless. In the quantum era, we developed a cryptographic currency that can be safely used. By using the quantum computer in reverse, we theoretically succeeded in drastically improving the remittance speed of the block chain.

Using D-wave. Develop the fastest blockchain ever had.

D-Wave Systems, Inc. is a quantum computing company, based in Burnaby, British Columbia, Canada. D-Wave is the world's first company to sell quantum computers.
The reason we do this ICO is for the following reasons:
* Lattice block chains, to set up hundreds of nodes, to do experiments to bear in reality
* In order to accelerate remittance by quantum annealing under development with an actual quantum computer

SideChain to lightning Network to Lattice Chain

Using our fastest blockchain, we make all other blockchain the fastest. In that process, we use Quantum annealing. QA is a metaheuristic for finding the global minimum of a given objective function over a given set of candidate solutions (candidate states), by a process using quantum fluctuations.

Lattice Wallet

Lattice-based cryptographic constructions are the leading candidates for public-key post-quantum cryptography. Indeed, the main alternatives to lattice-based cryptography are schemes based on the hardness factoring and related problems and schemes based on the hardness of the discrete logarithm and related problems. So it can be used in the era of quantum computing.