Synopsis
CFO THOUGHT LEADER is a ground-breaking business podcast, hosted by Jack Sweeney that brings you first hand accounts of CFOs who are driving change within their organizations.Our interviews capture their actions so that you can learn what might work for your organization. In addition to their company history we share the career journey of our spotlighted guest: What do they struggle with? How do they persevere? What makes them successful?
Episodes
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![202: Five Strategies for Creating a Dynamic Finance Function (Part II)]()
202: Five Strategies for Creating a Dynamic Finance Function (Part II)
03/02/2016 Duration: 19min(Part II) Author & Top Consultant Steve Player, BBRT, North America
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![201: Five Strategies for Creating a Dynamic Finance Function (Part I)]()
201: Five Strategies for Creating a Dynamic Finance Function (Part I)
29/01/2016 Duration: 25min(Part One) Rich Pirrotta, CFO, Logicalis
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![090: On Lowering the Costs of Facilities, Healthcare, Barak Ben-Gal, CFO, Findly (Part II)]()
090: On Lowering the Costs of Facilities, Healthcare, Barak Ben-Gal, CFO, Findly (Part II)
24/10/2014 Duration: 24min090: Barak Ben-Gal, CFO, Findly (Part II)Looking for novel ways of eliminating waste? Join us as Barak recounts how his team identified WiFi usage as a key measure of office activity when determining the costs of different office space across Findly’s operations.
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![089: Building a Strategic FPA Function, Barak Ben-Gal, CFO, Findly]()
089: Building a Strategic FP&A Function, Barak Ben-Gal, CFO, Findly
22/10/2014 Duration: 26min089: Building a Strategic FP&A Function, Barak Ben-Gal, CFO, Findly
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![059: Demystifying the Numbers: A CFOs Guide to Informing Management Decision Making: Barak Ben-Gal, CFO, Findly]()
059: Demystifying the Numbers: A CFO's Guide to Informing Management Decision Making: Barak Ben-Gal, CFO, Findly
03/08/2014 Duration: 48minWhere do numbers and management decision making intersect? Join us as Barak charts his path from Fortune 100 controller to the CFO office, and reveals a finance philosophy that embraces the simple premise that numbers in it of themselves are never an end.
