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Unlocking Potential An Idea !.

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Presentation on theme: "Unlocking Potential An Idea !."— Presentation transcript:

1 Unlocking Potential An Idea !

2 what do you see in these people …

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8 i see failure of capital markets (and hence a business opportunity)

9 everyone of us is a capital asset, producing some future cash flow
cash flows differ in character We all need long term investment and active management to grow into a productive capital asset

10 key assumption: every child given adequate financial investment and quality parenting would develop into a productive individual

11 then why don’t financial institutions invest in these assets?

12 long term financial commitment (10 – 17 years)
monitoring costs too risky and “unconventional” to be accommodated within internal risk management systems contract issues

13 a private equity solution …

14 What do PEs do? identify underperforming companies with potential
take long term financial (equity) interest actively manage (involve in the business) develop business to full potential and get out

15 the idea a private equity fund
identify poor children with no access to career development take long term financial commitment actively participate in their development into a successful, productive individual

16 innovative aspects … asset management structured financial products (derivatives) contract enforcement

17 asset management - relationship managers (RMs)
Responsible for mentoring & counseling a select group of kids Close tracking and assistance Assistance in life, career choices, ups and downs Effectively a good parent

18 relationship managers
Long term relationship with assigned kids Good parent, enjoys mentoring Max 5 relationships (a family!) Compensation includes interest in fund & future earnings from relationships

19 Ct = Max ( αt (Mt - βt ), 0 ), l ≤ t ≤ u
financial contracts Financing depends on asset performance More talented (better performance) will lead to higher funding More talented => greater return => we invest more Payback contingent on a minimum level of income attained Ct = Max ( αt (Mt - βt ), 0 ), l ≤ t ≤ u

20 a typical contract cash-flow

21 portfolio management duration risk cash flow uncertainty managing risk
levels of talent professions maturity

22 issues RMs – how do we get them? legal short term cash needs
social – “exploitation” ??


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