BEGIN:VCARD
VERSION:3.0
FN:Andrea Cardani
N:Cardani;Andrea;;;
TITLE:Partner
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NOTE:Andrea Cardani is a Partner in the Investigations\, Disputes & Advisory practice at AlixPartners\, and is based in New York. Andrea Cardani brings almost 20 years of invaluable expertise in the complexities of economic and financial analyses in litigation proceedings. His expertise spans international arbitration\, damages\, contractual disputes\, and antitrust matters. Andrea's assignments have taken him to the forefront of high-stakes international investment and commercial arbitration proceedings\, where he has quantified economic damages under the auspices of ICSID\, ICC\, PCA\, and UNCITRAL. With a focus on emerging markets\, he excels in designing and implementing sophisticated valuation and financial analyses\, leveraging his extensive knowledge across a diverse array of industries\, including oil and gas and extraction industries. His client base spans the globe\, including companies and governments from Europe\, Asia\, South America\, and North America. With an MBA from Columbia Business School and a master's degree in economics from the University of California\, Santa Barbara\, Andrea's academic pedigree is complemented by his practical experience in teaching courses on capital markets\, derivatives\, portfolio theory\, and corporate finance at the University Carlo Cattaneo in Italy. He is ranked by Who s Who Legal in\: Arbitration and Financial Advisory and Valuation Quantum of Damages. Key Engagements and Career Highlights\: Damages Testifying expert on lost profits damages\, fair market value\, and diminution in value damages in cross-border and U.S. litigation proceedings. These matters have involved complex commercial litigation\, expropriation of assets and violations of fair and equitable treatment in investor/state arbitrations\, breach of contract and shareholders disputes in commercial litigations and arbitrations. Valuation As a testifying and consulting expert\, developed complex valuations in oil and gas projects\, mining (gold\, silver\, copper\, ulexite)\, aerospace and defense\, shipping and transportation\, infrastructure (power generation and renewable energy)\, agriculture and food products\, and financial assets. Applied economics In the context of causation analyses\, he conducted macro economic research and analysis to assess the impact of expropriation policies on the output of key national industries.He developed econometric analyses to assess damages in class actions relating to pricing fixing conspiracies. He conducted conjoint survey analyses in consumer fraud and product liability cases in the automotive and food product industries.
URL:https\://www.alixpartners.com/our-people/31100/andrea-cardani/
ORG:AlixPartners;
ADR;TYPE=WORK:;;New York;;;;
TEL;TYPE=WORK:+1-332-239-0132
TEL;TYPE=CELL:+1-332-239-0132
EMAIL;TYPE=INTERNET:acardani@alixpartners.com
CLASS:PUBLIC
END:VCARD
