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X-WR-CALNAME;VALUE=TEXT:A Simple Theory of Vampire Attacks
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SUMMARY:A Simple Theory of Vampire Attacks
DESCRIPTION:<p>	Scott Kominers (Harvard Business School)</p><p>	<em>A Simple Theory of Vampire Attacks</em></p><p>	Abstract:</p><p>	Firms often find it valuable to lock in repeat consumers, and they often do so via loyalty programs such as frequent-flyer miles or discounts for returning consumers. We introduce a model of loyalty programs in the presence of competition and show that, surprisingly, such programs result in higher prices for all consumers in equilibrium.</p><p>	However, competitors may also find it valuable to identify repeat consumers of other firms and convince them to switch; such efforts are called “vampire attacks” – and are particularly easy to execute in the context of Web3 platforms that record their transactions on a public blockchain ledger. We show that vampire attacks can facilitate price competition; this implies that Web3 platforms face competitive pressures where more traditional firms with loyalty programs may not.</p><p>	Based on this paper: <a href="https://urldefense.proofpoint.com/v2/url?u=https-3A__papers.ssrn.com_sol3_papers.cfm-3Fabstract-5Fid-3D4377561&amp;d=DwMFaQ&amp;c=WO-RGvefibhHBZq3fL85hQ&amp;r=ZOP6tLIqLOHbdgCvrXjUlPta0tw7K_-ivqiItQhh6LQ&amp;m=AbUSb-8ohX9rHBFZWspbQe4SfJVhNf9EAuTm1l-M8h9Uw5vuQl3UcFUChY1Zq3Vz&amp;s=27WXZmupSOiS3QoMurf-gnoqN3lp1pMbCuB9DagDnjg&amp;e=" target="_blank">https://papers.ssrn.com/sol3/papers.cfm?abstract_id=4377561</a></p><p>	<span><span style='NewRoman",serif'><a href="https://urldefense.proofpoint.com/v2/url?u=https-3A__harvard.zoom.us_j_95184948637-3Fpwd-3DbXBIc2U5MEZ0QmRUb01WQ0o0SXRCdz09&amp;d=DwMFaQ&amp;c=WO-RGvefibhHBZq3fL85hQ&amp;r=ZOP6tLIqLOHbdgCvrXjUlPta0tw7K_-ivqiItQhh6LQ&amp;m=qphdhq7wIvGMT3Kjib-4S57aXY_ElLkl2HmRSS0EZYAhm_xL9Daxykt13p5Q1sTj&amp;s=jvarEs_ErC8UJFUjzsfBhguaQz3DoII5KlkxZ2KS3F8&amp;e=">https://harvard.zoom.us/j/95184948637?pwd=bXBIc2U5MEZ0QmRUb01WQ0o0SXRCdz09</a> (password: econcs)</span></span></p>
LOCATION:Zoom at the link: https://harvard.zoom.us/j/95184948637?pwd=bXBIc2U5MEZ0QmRUb01WQ0o0SXRCdz09
STATUS:CONFIRMED
DTSTART:20230414T170000Z
DTEND:20230414T180000Z
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