en
Free

Unconfirmed: MIT's Neha Narula on Why Building DeFi on Bitcoin Is a Great Idea - Ep.257

Hallgatás az alkalmazásban
Neha Narula, director of the Digital Currency Initiative at the MIT Media Lab, discusses Elon Musk’s appearance at ‘The B Word’ conference, along with a few current events in the Bitcoin world. Show highlights:
her main takeaway from ‘The B Word’ conference why governance plays an essential role in Bitcoin’s block size arguments what Neha thinks of proof-of-work mining and Bitcon’s environmental concerns why Neha is skeptical of Dogecoin becoming a serious cryptocurrency why Jack Dorsey’s new Bitcoin platform business is a good idea what Bitcoin’s dip in hashrate due to China’s crackdown could affect network security going forward what questions Neha has about Bitcoin’s adoption in El Salvador why Neha thinks cryptocurrencies and CBDCs will coexist what DCI has planned for the rest of 2021
Thank you to our sponsors!
Crypto.com: https://crypto.onelink.me/J9Lg/unchainedcardearnfeb2021
Oasis: https://oasisprotocol.org/
NEAR: https://near.org

Episode Links:
Neha Narula: https://twitter.com/neha MIT Media Lab: ​​https://twitter.com/medialab  Digital Currency Initiative https://dci.mit.edu/ CBDC research https://dci.mit.edu/cbdc-central-bank-digital-currency  Bitcoin network development https://dci.mit.edu/cbdc-central-bank-digital-currency  The B Word conference Elon Musk, Jack Dorsey, Cathie Wood conversation: https://www.youtube.com/watch?v=Zwx_7XAJ3p0  Neha’s appearance: https://www.thebword.org/c/track-3-Supporting-the-Developer-Ecosystem Miscellaneous Square’s Bitcoin DeFi platform https://www.cnbc.com/2021/07/16/square-is-building-a-decentralized-finance-business-for-bitcoin.html Bitcoin and El Salvador https://www.cnbc.com/2021/06/05/el-salvador-becomes-the-first-country-to-adopt-bitcoin-as-legal-tender-.html Bitcoin hashrate drop https://www.cnbc.com/2021/06/15/chinas-bitcoin-miner-exodus-.html
0:35:59
Kiadás éve
2021
Már olvasta? Mit gondol róla?
👍👎
fb2epub
Húzza és ejtse ide a fájljait (egyszerre maximum 5-öt)