Special Ep 1 - Bruce Schneier - The Existential Threat of Hyper-connecting the World

Published: Jan. 29, 2019, 6:03 p.m.

b'Hosted by Enigma\'s Head of Growth Tor Bair, our first special episode features Bruce Schneier. Bruce is one of the world\'s foremost security experts and researchers, having authored hundreds of articles, essays, and papers as well as over a dozen books. He is a fellow at the Berkman Klein Center for Internet & Society at Harvard University, a lecturer in Public Policy at the Harvard Kennedy School, and a board member of the Electronic Frontier Foundation (EFF), AccessNow, and the Tor Project. His latest book, "Click Here to Kill Everybody," explores the existential threats we\'ve created by hyper-connecting our modern world\\u200a-\\u200aand how governments and people can move to protect our future, before it\'s too late.\\n\\nOn this important episode, Bruce talks with Tor about new kinds of threats to our physical security, who bears the cost of these risks in society, why breaches like Equifax are only just the beginning, and what meaningful policies could help us to prevent catastrophe\\u200a-\\u200aif we move quickly.\\n\\nGoing beyond our regular interviews, special episodes of Decentralize This! highlight important global issues and the leaders who are dedicated to solving them. For people building and scaling adoption of decentralized technologies, it is critical to understand the real problems and threats our world faces\\u200a-\\u200athe "Why" that helps define our "What." Why is it so critical that we build the right things and scale them the right way? What about the world must we work to change?\\n\\n----\\n\\nRelevant links:\\n\\nBruce Schneier: https://www.schneier.com/\\nBerkman Klein Center: https://cyber.harvard.edu/ \\nEFF: https://www.eff.org\\nClick Here to Kill Everybody: https://www.amazon.com/Click-Here-Kill-Everybody-Hyper-connected-ebook/dp/B07BLMQKZK\\n\\nEnigma: www.enigma.co\\n\\u2028Enigma Blog: blog.enigma.co\\u2028\\nEnigma Twitter: www.twitter.com/enigmampc'