BEGIN:VCARD
VERSION:3.0
FN:Pablo Florian
N:Florian;Pablo;;;
TITLE:Director
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
NOTE:Pablo is a Director in the Economics Consulting practice at AlixPartners\, and is based in Washington\, D.C. He assists clients in cases before competition authorities and national courts on antitrust and competition policy matters. Pablo has provided expert advice on how firms conduct affects competition and market outcomes\, including vertical arrangements between suppliers and customers\; horizontal agreements among competitors\; and unilateral conduct by individual firms. He has applied economic analyses in a wide array of industries\, including digital platforms\, pharmaceuticals\, and chemicals. Pablo holds a Magister degree in Economics from the Universidad de San Andr s\, Argentina and an MSc in Economics from the London School of Economics. He is a member of the American Economic Association and the American Bar Association. Key Engagements\: Consulting expert in matter concerning the competitive effects of exclusive supply arrangements for feedstock used in antibiotic ointments. Analyzed how rebate agreements with PBMs for a branded product affected physicians prescribing and pharmacists dispensing behavior for generic alternatives. Supported academic expert in litigation concerning monopoly power in general internet search and advertising markets. Provided analytical and data support to merging parties in over twenty proceedings before national and EU competition authorities. Pablo co-authored the Economist s Perspective\: US antitrust regulators focus on defining relevant labour markets\, (with Anne Gron)\, Global Competition Review\, August 25\, 2023.
URL:https\://www.alixpartners.com/our-people/28199/pablo-florian/
ORG:AlixPartners;
ADR;TYPE=WORK:;;Washington\, D.C.;;;;
TEL;TYPE=CELL:+1-312-213-9749
EMAIL;TYPE=INTERNET:pflorian@alixpartners.com
CLASS:PUBLIC
END:VCARD
