BEGIN:VCARD
VERSION:3.0
FN:Zhong Zhang
N:Zhang;Zhong;;;
TITLE:Senior Vice President
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
NOTE:Zhong is an expert in quantitative financial analysis\, including factor models and event study\, valuation\, derivatives\, foreign exchange\, and cryptocurrency. He has assisted clients in class action lawsuits\, disputes\, and regulatory investigations. Zhong has been retained in complaint and expert report drafting\, evidence discovery and analysis\, and deposition preparation. Zhong is a member of the American Finance Association. Career Highlights\: Served as consulting expert in a cryptocurrency market manipulation class action lawsuit to provide quantitative analysis in support of the litigation. Provided private equity valuation analysis and supported testifying experts in multiple disputes. Estimated investment damage based on factor model and event study approach. Provided pricing solutions to complex derivative instruments and real options. Provided foreign exchange market making and transaction cost analysis and supported testifying expert in a class action lawsuit. Provided quantitative results in projects related to SEC enforcement actions on Share Class Selection Disclosure Initiative\, best execution\, revenue sharing\, and 12b-1 fees. Zhong has a PhD in Finance from Kelley School of Business at Indiana University Bloomington. Prior to consulting\, he was Finance professor at City University of Hong Kong.
URL:https\://www.alixpartners.com/our-people/32086/zhong-zhang/
ORG:AlixPartners;
ADR;TYPE=WORK:;;Washington\, D.C.;;;;
TEL;TYPE=CELL:+1-202-297-6174
EMAIL;TYPE=INTERNET:zzhang@alixpartners.com
CLASS:PUBLIC
END:VCARD
