Infura

by ConsenSys

(0)
View Profile

Tendermint

by Interchain Foundation

(0)
View Profile

Stakenet

by Stakenet

(0)
View Profile

Infura

by ConsenSys

(0)
View Profile

Tendermint

by Interchain Foundation

(0)
View Profile

Stakenet

by Stakenet

(0)
View Profile

What problem does this service solve?

Infura's developer tools make it easier for DApps to access Ethereum and IPFS.The Tendermint consensus algorithm secures transactions in the Cosmos ecosystem.Stakenet allows users to participate in the staking process and validate new transactions, without removing their coins from their wallets.

Token Stats

Not RelevantNot Relevant

Company Description

Infura is a DApp infrastructure provider that was created by ConsenSys and gives developers the tools to securely access Ethereum and IPFS. Their API enables users to set up Ethereum Nodes, and then install, configure, and maintain the Ethereum infrastructure more easily, and at lower cost. Infura was originally created by ConsenSys.

Tendermint is a consensus algorithm that was created by a company called All in Bits. The open source algorithm is Byzantine Fault-Tolerant and uses an authenticated encryption system to secure transactions. The Tendermint consensus mechanism was developed in 2014 for the Cosmos Network. The Interchain Foundation, which is developing the Cosmos Network, continues to employ All in Bits to support Cosmos.

Stakenet is a blockchain with a unique Trustless Proof of Stake (TPoS) consensus mechanism that allows users to participate in the staking process without having to freeze their coins in the wallet. It's powered by the native coin XSN and is managed by its own masternodes. Stakenet (XSN) was created to build an ecosystem that allows easy and secure offline staking and cross chain communication. It has characteristics of Bitcoin, Dash and Peercoin, that were modified for their own purposes. XSN uses the Bitcoin Core, an improved Dash masternode architecture, and Peercoin's validation mechanism for creating new blocks.

Ratings

(0)

(0)

(0)