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Better decisions, faster for non-profits
Jay Fuller
NPOGROW
+
Helping NPOs
decide where to grow
Non-profit
Consultants
Non-profit
CEO
Where to expand to next?
Helping NPOs
decide where to grow
Non-profit
CEO
Where to expand to next?
Depends heavily
on revenue
Non-profit
Consultants
Can we can predict where an
NPO can hit revenue target?
?
?
?
?
?
the data:
revenue for 874 NPOs
$2.1M
$1.7M
$4.9M
$1.2M
$0.4M
approach:
estimate probability
distribution for each
market
$2.1M
$1.7M
$4.9M
$1.2M
$0.4M
P[RSF]
P[RSEA]
the data:
revenue for 874 NPOs
30% chance of
raising >$5M
in New York
Survival function	
  
New York NPO
revenue risk estimate
Revenue ($M)
Likelihood of
hitting target	
  
bootstrapped
95%
confidence
intervals
Market comparison
P:	
  
P:	
  
P:	
  
Revenue ($M)
New York
Boston
Chicago
10% > chance
of raising
$5M in
New York
2. Compare markets
3. Find the best markets
1. Cluster
3. Regression
Revenue
random variable (R)
Probabilistic revenue
prediction model 1. Visualize
Monte
Carlo
simulation
Probability
2. Feature selection
# volunteers
$ fundraising
e.g.
4. Parameter distributions
e.g. education e.g. health
max	
  
Revenue ($M)
θ1
θ2
θn
θ3
= $125,000
Where can we get
more data?
= $125,000
= free!
1.6 million NPO
tax returns
Where can we get
more data?
Deliverables
1. MVP 2. Roadmap 3. Data
Being sold at
$10K/ license	
  
Keeps getting
better with more
data	
  
~$125,000 of
savings	
  
about me: PhD. neuroscience
thank you!
npogrow.org
#ofNPOs Revenue ($M)
New York NPO Revenue
Distribution (PNY)
New York NPO
revenue distribution
Helping NPOs
decide where to grow
Consulting
Peer driven insights
Dashboard ($10k/license)
Non-profit
CEO
Revenue
prediction
Where to expand to next?
2. Compare markets
3. Find the best markets
1. Cluster
3. Regression
Revenue
random variable (R)
Probabilistic revenue
prediction model 1. Visualize
Probability
2. Feature selection
# volunteers
$ fundraising
e.g.
4. Parameters
e.g. education e.g. health
max	
  
Revenue ($M)
θ1
θ2
θn
= $125K
= 60GB free
Estimates of philanthropic market using GDP.
<$1M $10B<
Philanthropic market predicts within-NPO revenue.
Philanthropic market ($M)Philanthropic market ($M)
Philanthropicrevenue($M)
But what about NPOs with only a few locations?
Philanthropic market ($M)Philanthropic market ($M)
Philanthropicrevenue($M)
?
Optimization
Problem:
SSE: 0.0120 SSE:0.019
Detroit New York
Detroit (blue) vs. New York (red)
Lognormal Distribution Survival Function
Revenue $M
Probability
Data fit to a lognormal distribution
Taking the log of the data normalizes it
Calculating the sum of square error (SSE) requires us to the evaluate the con-
tinuous distribtuion at where ever we have bins
similar sum of
square error
sampling bias?
most likely, yes
The model predicts greater
probability of hitting high
revenue targets in Detroit as
compared to New York which
intuitively seems incorrect. The
reason the model predicts this is
because it has to fit those 3 high
revenue points we have for
Detroit. Note that the sum of
squared error is approximately
the same for both cities. The
issue is sampling bias. The
solution is to collect more data
in an unbiased manner. The
data on AWS should fix this.
mean = loc
stdev = scale
Plug in any revenue target to get the probability
of hitting it
Plug in any revenue target to get the probability
of hitting it$ Millions
Cities where you are most likely to your
revenue target
Demo
64%
35%
52%
43%
48%
The goal: likelihood of hitting a
revenue target in each market

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Jay fuller week7_1small

  • 1. Better decisions, faster for non-profits Jay Fuller NPOGROW +
  • 2. Helping NPOs decide where to grow Non-profit Consultants Non-profit CEO Where to expand to next?
  • 3. Helping NPOs decide where to grow Non-profit CEO Where to expand to next? Depends heavily on revenue Non-profit Consultants
  • 4. Can we can predict where an NPO can hit revenue target? ? ? ? ? ?
  • 5. the data: revenue for 874 NPOs $2.1M $1.7M $4.9M $1.2M $0.4M
  • 6. approach: estimate probability distribution for each market $2.1M $1.7M $4.9M $1.2M $0.4M P[RSF] P[RSEA] the data: revenue for 874 NPOs
  • 7. 30% chance of raising >$5M in New York Survival function   New York NPO revenue risk estimate Revenue ($M) Likelihood of hitting target   bootstrapped 95% confidence intervals
  • 8. Market comparison P:   P:   P:   Revenue ($M) New York Boston Chicago 10% > chance of raising $5M in New York
  • 9.
  • 10. 2. Compare markets 3. Find the best markets 1. Cluster 3. Regression Revenue random variable (R) Probabilistic revenue prediction model 1. Visualize Monte Carlo simulation Probability 2. Feature selection # volunteers $ fundraising e.g. 4. Parameter distributions e.g. education e.g. health max   Revenue ($M) θ1 θ2 θn θ3
  • 11. = $125,000 Where can we get more data?
  • 12. = $125,000 = free! 1.6 million NPO tax returns Where can we get more data?
  • 13. Deliverables 1. MVP 2. Roadmap 3. Data Being sold at $10K/ license   Keeps getting better with more data   ~$125,000 of savings  
  • 14. about me: PhD. neuroscience
  • 16. #ofNPOs Revenue ($M) New York NPO Revenue Distribution (PNY) New York NPO revenue distribution
  • 17. Helping NPOs decide where to grow Consulting Peer driven insights Dashboard ($10k/license) Non-profit CEO Revenue prediction Where to expand to next?
  • 18. 2. Compare markets 3. Find the best markets 1. Cluster 3. Regression Revenue random variable (R) Probabilistic revenue prediction model 1. Visualize Probability 2. Feature selection # volunteers $ fundraising e.g. 4. Parameters e.g. education e.g. health max   Revenue ($M) θ1 θ2 θn = $125K = 60GB free
  • 19. Estimates of philanthropic market using GDP. <$1M $10B<
  • 20. Philanthropic market predicts within-NPO revenue. Philanthropic market ($M)Philanthropic market ($M) Philanthropicrevenue($M)
  • 21. But what about NPOs with only a few locations? Philanthropic market ($M)Philanthropic market ($M) Philanthropicrevenue($M) ?
  • 23. SSE: 0.0120 SSE:0.019 Detroit New York Detroit (blue) vs. New York (red) Lognormal Distribution Survival Function Revenue $M Probability Data fit to a lognormal distribution Taking the log of the data normalizes it Calculating the sum of square error (SSE) requires us to the evaluate the con- tinuous distribtuion at where ever we have bins similar sum of square error sampling bias? most likely, yes The model predicts greater probability of hitting high revenue targets in Detroit as compared to New York which intuitively seems incorrect. The reason the model predicts this is because it has to fit those 3 high revenue points we have for Detroit. Note that the sum of squared error is approximately the same for both cities. The issue is sampling bias. The solution is to collect more data in an unbiased manner. The data on AWS should fix this. mean = loc stdev = scale
  • 24. Plug in any revenue target to get the probability of hitting it
  • 25. Plug in any revenue target to get the probability of hitting it$ Millions Cities where you are most likely to your revenue target Demo
  • 26. 64% 35% 52% 43% 48% The goal: likelihood of hitting a revenue target in each market