BEGIN:VCARD
VERSION:3.0
FN:Lewis Beischer
N:Beischer;Lewis;;;
TITLE:Director
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
NOTE:Lewis has 10 years of experience in leading analytical and data science teams in a variety of industries and applications to reduce costs\, drive innovation\, and improve performance. Lewis applies the leading edges of technology and analytical methods to find and develop impactful business change. Clients benefit from his technical expertise in data strategy\, machine learning and analytical techniques to tackle their most challenging problems. He has experience across multiple industries\, including marketing\, insurance\, logistics\, retail and industrials building the culture\, teams and capabilities to become data-driven organizations. Lewis also regularly develops code and advises clients in the Web3 space on tooling\, security\, DeFi and smart contracts. Most recently\, he has been critical in the development of custom tools & analytical techniques to reconstruct the books & records of a major cryptocurrency exchange during a bankruptcy investigation matter\, doing so across multiple high-volume blockchains. Key engagements and career highlights\: Launched a personalized recommendation system for a luxury retailer across an e-commerce platform and marketing channels\; oversaw the development\, testing\, deployment\, and monitoring of the system\; achieved an average sales uplift of 34% across three business units. Drove an 8% reduction in loss ratio for a telematics insurer by using customer-driving behavior modeling to highlight elevated-risk customers. Created a logistics optimization model for a consumer service business\, resulting in an estimated saving of 30 million over three years. Significantly reduced the use of temporary workers to fulfill airport service requirements\, resulting in a 2-million annual cost saving. Technical SME on large-scale cryptocurrency exchange bankruptcy\, leading efforts to facilitate the reconstruction of books & records across tens of blockchains for a multi-billion dollar exchange. Built custom valuation and decoding for major Ethereum DeFi protocols and related transactions\, surpassing coverage of commercial analytics providers. Developed analytical tools to quantify\, price and analyze a historical DeFi portfolio worth $3bn+ across L1 and L2 EVM chains. Developed Borsh decoder for Solana transactions to index complex on-chain activity.
URL:https\://www.alixpartners.com/our-people/29196/lewis-beischer/
ORG:AlixPartners;
ADR;TYPE=WORK:;;New York;;;;
TEL;TYPE=WORK:+1-646-404-4349
TEL;TYPE=CELL:+1-646-404-4349
EMAIL;TYPE=INTERNET:lbeischer@alixpartners.com
CLASS:PUBLIC
END:VCARD