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Valuation of Nature: An Economic Perspective

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Valuation of Nature: An Economic Perspective Stephen J. Conroy, Ph.D. Professor of Economics * – PowerPoint PPT presentation

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Title: Valuation of Nature: An Economic Perspective


1
Valuation of Nature An Economic Perspective
  • Stephen J. Conroy, Ph.D.
  • Professor of Economics

2
I. How to Value an Asset?
  • Simply put, an asset is something that you own
    that has value.
  • This value may derive from some useful function
    or other aesthetic attribute that the asset
    possesses (e.g., gold has aesthetic as well as
    useful attributesas jewelry that never oxidizes
    in air or water.)
  • There are two basic types of assets, those that
    generate cash flows over time (like stocks that
    pay dividends, most bonds, some real estate) and
    those that do not (e.g., gold, silver, some real
    estate). All assets may appreciate, remain
    constant, or depreciate in value over time.

3
II. Value of the Firm
  • Lets focus on one of these . . . stocks.
    However, since a share of stock grants the owner
    to a partial ownership of a firm, the value of a
    share of stock derives from the value of the firm
    itself.
  • So, lets focus on deriving the value of a firm.
  • How to estimate this value???
  • Forecasting net income into future
  • Determine appropriate discount rate

4
II. Value of the Firm
Lets start by taking an example of valuing a
firm
Where P is profit, or net income, and k is the
appropriate discount rate. We can rewrite this
more compactly as
5
II. Value of the Firm
  • What measurable value (statistic) should this
    estimate compare to???
  • If financial markets are robust . . . Then the
    Market capitalization (market cap) (No. of
    outstanding shares of stock) (Price per share)

6
II. Value of the Firm
  • What about a stock like ExxonMobil?
  • ExxonMobil generates about 40 billion per year
    in net income (profits). How much is ExxonMobil
    worth?
  • Yahoo Finance Quote from 2/15/12

7
(No Transcript)
8
II. Value of the Firm
  • Go to Excel Spreadsheet Example for Exxon Mobil
  • Asset valuation in economics and finance takes on
    this basic construct, though with lots of
    different variations.

9
III. Valuing Nature
  • Now, lets apply the same approach to valuing
    nature. The natural capital in an ecosystem
    produces benefits to society. . .
  • What are these benefits or profits in nature?
  • Costanza et al. (1997) paper suggests a number of
    benefits or services from ecosystems (see p.
    254, Table 1)
  • Gas, water, soil, fruit, habitat, recreation,
    cultural/aesthetic

10
Costanza et al. 1997
11
III. Valuing Nature
  • How to value these services? (Is there a market
    for all of these services?)
  • Costanza et al. (1997) provide a discussion of
    willingness to pay (WTP).
  • If an ecosystem provides 50 in benefit to lumber
    companies and 70 in aesthetic value, then the
    total benefit is 120, but only 50 contributes
    to the monetary part of the economyor has an
    explicit value.

12
Costanza et al. 1997
13
III. Valuing Nature
  • When Americans look at Haitians massive
    deforestation, we wonder about the Haitians
    rationality. Why would anyone do this?
  • This is important in terms of policy
  • If cutting down a tree is irrational then policy
    implication is simple education
  • If it is rational, however, then policy is not so
    simple education plus

14
III. Valuing Nature
  • In the following simulation, I wish to create a
    model which demonstrates the conditions under
    which a rational economic human may choose to
    cut down a tree sooner, rather than later,
    leading ultimately to deforestation.
  • Here, I will assume property rights are well
    defined and the individual owns the tree.
  • The model may lead to important policy
    implications.

15
IV. SimulationA Model
  • Go to Excel Spreadsheet.
  • Assume we have a mango tree that generates
    20/year in fruit.
  • Assume the mango tree also generates an
    additional 5/year in water benefits (retention,
    purification/filtration
  • Assume the mango tree could also be harvested as
    either lumber or charcoal. Say the lumber
    benefit is 1,000 but that means the tree will
    die.

16
IV. SimulationA Model
  • Assume the mango tree grows at a rate of 3 per
    year, thus increasing the fruit, water and
    board benefits in a similar manner. (This is
    the inflator in the model.)
  • I present four different outcomes
  • Harvest for wood/charcoal after year 1
  • Harvest after year 10
  • Harvest after year 20
  • Harvest after year 30

17
IV. SimulationScenario 1
  • Scenario 1 The normal scenario is presented
    first.
  • Reasonable (for U.S.) discount rate of 0.04
  • Reasonable inflator of 0.03
  • Somewhat-reasonable values for other amenities.
  • Result highest value is from waiting for 30
    years to cut down tree

18
IV. SimulationScenario 2
  • Scenario 2 Now, what if agents are impatient
    (e.g., because they are hungry)
  • Discount rate increases, say, to 0.50 (from 0.04)
  • Everything else the same.
  • Result highest value, by far, is to cut down
    the tree after just the first year! (683.33 vs.
    74.58 after 10 years 53.69 after 20 years
    53.20 after 30 years)

19
IV. SimulationScenario 3
  • Scenario 3 Now, assume that the price of boards
    (or charcoal) increases dramatically (e.g., due
    to scarcity of trees).
  • Price of boards/charcoal triples to 3,000.
  • Everything else the same as in Scenario 1.
  • Result highest value is to cut down the tree
    after just the first year. (2,909 vs. 2,875
    after 10 years 2,840 after 20 years 2,809
    after 30 years)

20
IV. SimulationScenario 4
  • Scenario 4 Now, assume that the annual flow of
    benefits from the tree (mangos and water) has no
    (explicit or implicit) value.
  • Price of mangos and water goes to zero.
  • Everything else the same as in Scenario 1.
  • Result highest value is to cut down the tree
    after just the first year. (962 vs. 881 after
    10 years 800 after 20 years 727 after 30
    years)

21
V. Discussion
  • The results of these simple simulations
    demonstrates thatunder certain
    conditionsrational economic agents would have an
    incentive to cut down trees after the first
    period, thus promoting deforestation.
  • Thus, as despicable as it is, deforestation is
    not a completely ignorant or irrational act.
    Education alone will not necessarily solve the
    problem.

22
V. Discussion
  • Policy would need to be Education Plus.
  • Programs designed to
  • Decrease the discount rate of individuals
  • Provide universal access to quality K-12
    education (increases opportunities and view of
    the world, especially for women)
  • Reduce mortality and morbidity rates through
    improvements to healthcareparticularly low-cost,
    public health programs and clinics
  • Improve economic opportunities (e.g.,
    microfinance).
  • Improve access to credit
  • Improve access to private and public pension
    programs

23
V. Discussion
  • Increase the perceived value of nonmonetary
    services (e.g. water in this model).
  • Promote ecological education and information
    (e.g., watershed, biodiversity, gas emissions)
  • Decrease the price of boards and charcoal.
  • Subsidize natural gas distribution to reduce
    demand for charcoal
  • Promote alternatives for cooking and building
    materials (solar ovens, natural gas pipelines,
    more efficient cooking appliances)

24
V. Discussion
  • Increase the price of services or benefits from
    forests
  • Promote markets for mangos (also coffee, cacao,
    nuts, etc.)
  • Promote free/fair trade to open up export markets

25
Costanza et al. 1997
26
Costanza et al. 1997
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