BEGIN:VCARD
VERSION:3.0
FN:Derek Knueve
N:Knueve;Derek;;;
TITLE:Director
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
NOTE:Derek has an extensive background in operations\, supply chain\, and execution within both consumer goods and retail organizations. He has over 20 years of experience in leading end-to-end supply chain optimizations\, with a focus on distribution and transportation network design\, forecast-to-fulfillment optimization\, and digital enablement. Derek has an MBA in finance and strategic management from the University of Chicago's Booth School of Business and a BA in Supply Chain Management from Michigan State University.
URL:https\://www.alixpartners.com/our-people/28341/derek-knueve/
ORG:AlixPartners;
ADR;TYPE=WORK:;;Detroit;;;;
TEL;TYPE=WORK:+-12483129561
TEL;TYPE=CELL:+-12483129561
EMAIL;TYPE=INTERNET:dknueve@alixpartners.com
CLASS:PUBLIC
END:VCARD
