{"version":"1.0","type":"rich","provider_name":"Acast","provider_url":"https://acast.com","height":250,"width":700,"html":"<iframe src=\"https://embed.acast.com/$/67ca29a677bd291124ab471b/67ca328c22c74795c321e2ab?\" frameBorder=\"0\" width=\"700\" height=\"250\"></iframe>","title":"Ep 4 - AI and Elections","thumbnail_width":200,"thumbnail_height":200,"thumbnail_url":"https://open-images.acast.com/shows/67ca29a677bd291124ab471b/1741304441733-e6aeb3b8-dd99-4c19-8837-c58d79ff6c27.jpeg?height=200","description":"<p><strong>Michelle Ainsworth</strong> explores how the hype around Generative AI and the 2024 year of elections panned out, and why technology guardrails are urgently needed to protect democracy.</p><p>She’ll talk to experts in Generative AI and digital forensics. She also interviews former US government advisors, Australian election experts and disinformation specialists.</p><p><br></p><p><strong>This episode includes interviews with:</strong></p><p>Tom Rogers, former Australian Electoral Commissioner</p><p>Professor Helen Margetts, Oxford Internet Institute</p><p>Sam Stockwell, Alan Turing Institute’s Centre for Emerging Technology and Security</p><p>Professor Hany Farid, School of Information, UC Berkeley</p><p>Dean Jackson, Democracy, Media and Technology Specialist</p><p>Michael Daniel, President Cyber Threat Alliance</p><p>Nina Jankowicz, founder American Sunlight Project and author of “How to lose the information war”</p><p><br></p><p><strong>Publications cited:</strong></p><p><a href=\"https://www.electionanalysis.uk/uk-election-analysis-2024/section-6-the-digital-campaign/the-al-election-that-wasnt-yet/\" rel=\"noopener noreferrer\" target=\"_blank\">UK Election Analysis - AI Election</a></p><p><a href=\"https://cetas.turing.ac.uk/publications/ai-enabled-influence-operations-threat-analysis-2024-uk-and-european-elections\" rel=\"noopener noreferrer\" target=\"_blank\">AI-Enabled Influence Operations: Threat Analysis of the 2024 UK and European Elections - CETaS</a></p>","author_name":"Michelle Ainsworth"}