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Hedera News

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Hedera Hashgraph Public Mainnet Open Access Planned for September 16th, 2019

Aug 29, 2019Hedera Team

Dallas, TX — August 29th, 2019 — Hedera Hashgraph, an enterprise-grade public distributed ledger platform, today announced that Open Access to its mainnet beta will occur on Monday, September 16th, 2019, allowing any developer from the general public to create an account and build decentralized applications on the Hedera Hashgraph platform.

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IBM and Tata Communications Join Hedera Governing Council

Aug 12, 2019Hedera Team

Dallas, TX – August 12, 2019 – Hedera Hashgraph, an enterprise-ready distributed ledger platform, has announced that IBM and Tata Communications have joined the Hedera Governing Council.

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Hedera Hashgraph and Chainlink Collaborate to Provide a Decentralized Oracle Network for Hedera's Enterprise-Grade Distributed Public Ledger

May 08, 2019Hedera Team

San Francisco, CA and Dallas, TX — May 9, 2019 — Today, Hedera Hashgraph and Chainlink announced they will collaborate to integrate Chainlink’s decentralized oracle network with Hedera’s enterprise-grade distributed public ledger.

Governing Council Members

Hedera Hashgraph announces initial group of Governing Council Members

Feb 20, 2019Hedera Team

Dallas, TX and Seoul, Korea– February 20, 2019 – Hedera Hashgraph, a next-generation public ledger designed to have highly diversified governance and the most distributed consensus at scale, today announced the first members of the Hedera Governing Council, which will govern changes to the software run by millions of Hedera distributed nodes over time.

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Coq Proof Completed By Carnegie Mellon Professor Confirms Hashgraph Consensus Algorithm Is Asynchronous Byzantine Fault Tolerant

Oct 17, 2018Hedera Team

Dallas TX, Hedera18 Developer Conference – October 17, 2018 – Hedera Hashgraph, a next-generation distributed public ledger with highly diversified governance, today announced that the hashgraph consensus algorithm has been validated as asynchronous Byzantine Fault Tolerant (ABFT) by a math proof checked by computer using the Coq system.