Analysis of Outcomes What criteria? VARG, concept and construction

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Presentation transcript:

Analysis of Outcomes What criteria? VARG, concept and construction Robustness? Other dimensions Hassan satellite example

What Criteria? “Expected Value” has been the index of choice for valuation… Why is this appropriate? Is this measure sufficient?

When do we see expected value? Expected Value based on recognizing possibility of Carbon Tax = 10.8 When do we meet this value?

Other dimensions to explore The worst that could happen People are “risk averse”, sensitive to loss With some notion of probability of loss The best that might occur Upside also important Capex (capital expenditure = investment) Some measure of Benefit-cost

VAR VAR is a standard concept in finance = “Value at Risk” Given with a percentage = probability losses do not exceed a particular level Example: 10% VAR = - 85 Motivated by lenders, who are mainly concerned about getting repaid

Value at Gain We have developed this concept as counterpart of “VAR” It represents the upside potential of a project Motivated by investors, interested in amount they may gain (not especially interesting to bankers…)

VARG diagram VARG diagram (or “curve”) combines VAR and “Value at Gain” It is the cumulative distribution of outcomes Going from worst case at x% probability To best case with y% probability

VARG diagram for Gulf Oil Case 12% VAR of only 16k; 4% VAG of ~ 30k

How do we construct VARG? See Decision Analysis example

What are elements of VARG? What are possible outcomes? Answer: 18 and 6 … and associated probabilities? Ans: 0.4 and 0.6 So VARG is as on next slide.

Construction of VARG

VARG Useful to Compare Alternatives VARG diagrams can show relative merit of alternative designs

Concept of “Robustness” Popular Basis for Design (“Taguchi method”) Robust design ≡ “a product whose performance is minimally sensitive to factors causing variability…” Robustness measured by standard deviation of distribution of outcomes

Illustration of Robustness Probability More Robust Smaller standard deviation Outcome

Do we want robustness? When might robustness be a good measure of performance? When we really want a particular result Tuning into a signal Fitting parts together, etc Is this what we want for maximizing value? No!! We want to limit downside but make upside as large as possible => higher σ

Robustness does not maximize expected value Probability Less Robust Higher Expected Value Outcome

Other Dimensions for Evaluation In addition to Expected Value Minimum and Maximum Values Capex = Initial Capital Expenditure = Investment “Benefit-Cost” ratio of EV / Capex Value Added by Flexibility Others? … depends on users

Example: Hassan Satellite Case

Take-Aways “Expected Value” not sufficient Measure VARG diagram powerful visual image Shows Maximum and Minimum Compares alternatives Keep in mind Capex Benefit-Cost of “Expected Value / Capex” Value of Flexibility (more on this later)