John B. Braden University of Illinois at Urbana-Champaign Economic Modeling for Water Resources NSF...

download John B. Braden University of Illinois at Urbana-Champaign Economic Modeling for Water Resources NSF Interdisciplinary Modeling Workshop – July 2005.

If you can't read please download the document

  • date post

    18-Dec-2015
  • Category

    Documents

  • view

    213
  • download

    0

Transcript of John B. Braden University of Illinois at Urbana-Champaign Economic Modeling for Water Resources NSF...

  • Slide 1
  • John B. Braden University of Illinois at Urbana-Champaign Economic Modeling for Water Resources NSF Interdisciplinary Modeling Workshop July 2005
  • Slide 2
  • Thanks: Laurel Saito Heather Segale Xiaolin Ren
  • Slide 3
  • NSF Interdisciplinary Modeling Workshop July 2005 Contributions of Economics Understand Behaviors Responses to institutions & policies Market power (size, information) Positive analysis Design Institutions & Policies Benefit/cost analysis Planning for behaviors Normative analysis
  • Slide 4
  • NSF Interdisciplinary Modeling Workshop July 2005 Limitations of Economics Anthropocentric Utilitarian Statistical Allocational (efficiency) Material
  • Slide 5
  • NSF Interdisciplinary Modeling Workshop July 2005 Economic Modeling Theory generate hypotheses Econometrics test hypotheses Operations Research simulate outcomes optimize complex systems
  • Slide 6
  • NSF Interdisciplinary Modeling Workshop July 2005 Outline of Presentation Basic Economic Models Pricing Aquatic Ecosystems Hydro-Economic Models Bio-Economic Models Benefit-cost Analysis Risk and Uncertainty Summary Remarks
  • Slide 7
  • NSF Interdisciplinary Modeling Workshop July 2005 Resources for Lecture Griffin, R.C. Water Resource Economics. MIT Press (forthcoming) Young, R.A. Determining the Economic Value of Water. Resources for the Future (2005) Other books & articles on website
  • Slide 8
  • NSF Interdisciplinary Modeling Workshop July 2005 1. Basic Economic Models
  • Slide 9
  • NSF Interdisciplinary Modeling Workshop July 2005 Agent Models Consumers Maximize Utility Max u(Y,w), u y, u w > 0 u yy, u ww < 0 s.t. P Y Y + p w w < B Producers Maximize Profit Max = p 1 y 1 i c i x i c w w s.t. y 1 = f(X, w), f x, f w > 0; f xx, f ww < 0
  • Slide 10
  • NSF Interdisciplinary Modeling Workshop July 2005 Marginal Analysis Marginal benefits = incremental demand price Marginal costs = incremental supply price Operating returns vs. fixed costs
  • Slide 11
  • NSF Interdisciplinary Modeling Workshop July 2005 Supply Model Input Choice
  • Slide 12
  • NSF Interdisciplinary Modeling Workshop July 2005 Supply Model Output
  • Slide 13
  • NSF Interdisciplinary Modeling Workshop July 2005 Aggregate Supply
  • Slide 14
  • NSF Interdisciplinary Modeling Workshop July 2005 Demand Model
  • Slide 15
  • NSF Interdisciplinary Modeling Workshop July 2005 Aggregate Demand
  • Slide 16
  • NSF Interdisciplinary Modeling Workshop July 2005 Nonrival (Public) Goods Rival Ordinary goods that only one person can consume Nonrival Goods that can be consumed by many simultaneously Excluability allows pricing
  • Slide 17
  • NSF Interdisciplinary Modeling Workshop July 2005 Public Goods & Economic Value
  • Slide 18
  • NSF Interdisciplinary Modeling Workshop July 2005 Markets Producers offer good & buy inputs Consumers bid for goods & supply labor Prices coordinate producers & consumers Output markets (p y, p w ) Input markets (c i, c w ) Parametric to individuals
  • Slide 19
  • NSF Interdisciplinary Modeling Workshop July 2005 Market Model
  • Slide 20
  • NSF Interdisciplinary Modeling Workshop July 2005 Welfare Analysis (normative) Maximize Net Benefits Consumer surplus Producer surplus [returns to owners & fixed inputs] Competitive Equilibrium Social Optimum
  • Slide 21
  • NSF Interdisciplinary Modeling Workshop July 2005 Welfare Analysis Economic Surplus Consumer Surplus Producer Surplus
  • Slide 22
  • NSF Interdisciplinary Modeling Workshop July 2005 2. Pricing Aquatic Ecosystems
  • Slide 23
  • NSF Interdisciplinary Modeling Workshop July 2005 The Diamond-Water Paradox Diamond fetch very high prices, although they have limited usefulness. Water is essential to life, but fetches very low prices. WHY?
  • Slide 24
  • NSF Interdisciplinary Modeling Workshop July 2005 Total vs. Marginal Value -- Water
  • Slide 25
  • NSF Interdisciplinary Modeling Workshop July 2005 Total vs. Marginal Value -- Gems
  • Slide 26
  • NSF Interdisciplinary Modeling Workshop July 2005 Answering the Paradox Water: Adequate supplies produce low marginal value (even though basic water needs are highly valued). Diamonds: Limited supplies produce high marginal value.
  • Slide 27
  • NSF Interdisciplinary Modeling Workshop July 2005 Pricing Aquatic Ecosystems Whole vs. components Value vs. supply cost Use vs. nonuse
  • Slide 28
  • NSF Interdisciplinary Modeling Workshop July 2005 Models for Valuing Ecosystems Market-based (Revealed Preferences): Expenditures on services fish & fishing; whale watching Opportunity cost of laws Lagragian multipliers on constraint functions Replacement cost Experiment-based (Stated Preferences): Trade-offs between service levels & prices Willingness to support tax referenda Expressed willingness to pay
  • Slide 29
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: Value of Fishery Quality
  • Slide 30
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: Value of Wetlands (Earnhart, Land Econ., 2001) Hedonic housing value price differentials for homes adjacent to restored wetland vs. not adjacent to any distinct features Proximity to L.I. Sound, river, stream ~ + 3% Proximity to restored marsh ~ +16% Proximity to disturbed marsh ~ -13% Conjoint choice selecting between hyp. homes differing in amenities & price All values ~ 80 120%
  • Slide 31
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: The Value of the Worlds Ecosystem Services & Natural Capital (Costanza et al., Nature, 1997) Benefits transfer borrow marginal values from literature and apply them to increments to env. quality or natural resources Multiply by total quantity of natural resources Total value ~ $33 trillion
  • Slide 32
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: The Value Critique Serious underestimate of infinity. Total value vs. marginal value Tools best applied to small changes from status quo Double - counting
  • Slide 33
  • NSF Interdisciplinary Modeling Workshop July 2005 3. Hydro-Economic Models
  • Slide 34
  • NSF Interdisciplinary Modeling Workshop July 2005 Hydro-economic Topics Dam management balancing hydropower, recreation, ecological benefits Administered water allocation Policy-simulation, e.g., Auctioned access to locks Targeted NPS abatement Instream flow management Economic forecasting of land use/hydrologic change
  • Slide 35
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: Downstream Impacts of Development (Johnston et al. JWRPM, 2006) Determine the downstream economic value of low-impact development: Identify impact categories (flooding, water quality,) Use weather series & HSPF to compute stage, flow, and flood frequencies for different development scenarios Attach typical prices to impacts Calculate economic impact of each scenario Engineering costing of each scenario
  • Slide 36
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: Spatial Management of Ag. Pollution (Braden et al., AJAE, 1989) Max = Revenues Costs s.t. Crop production functions Spatial pollution transport functions < T* Identifies actions (crop, tillage) by location that minimize economic losses
  • Slide 37
  • NSF Interdisciplinary Modeling Workshop July 2005 Hydro-economic Challenges Scale: Markets vs watersheds Time: Water cycles vs Economic cycles
  • Slide 38
  • NSF Interdisciplinary Modeling Workshop July 2005 4. Bioeconomic Models
  • Slide 39
  • NSF Interdisciplinary Modeling Workshop July 2005 Bioeconomic Topics Fisheries management Floodplain & wetlands management Forecasting landscape change and effects on ecosystems
  • Slide 40
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: Efficient Protection of Fish Habitat (Braden et al., WRR, 1989) Max (crops, tillage, pesticides) s.t. Prob {HSI (sed., chem.) > H*} > R
  • Slide 41
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: Economic/Runoff/Fish/Model [Braden et al., WRR, 1989]
  • Slide 42
  • NSF Interdisciplinary Modeling Workshop July 2005 Example: Cost/Habitat Suitability [Braden et al., WRR, 1989]
  • Slide 43
  • NSF Interdisciplinary Modeling Workshop July 2005 Fish Habitat: Discharges vs. Impacts (Braden et al, AJAE, 1991) Impact Targets: Min C(x) s.t. Pr{q(x,h[x],)>Q} > A Q = Habitat Qual., A = reliability = stochastic factor Discharge Standards (Proxy): Min C(x) s.t. Pr {h(x) > H} > B h intermed to q; H linked to Q flood coverages w/ digital elevation model Land capabilities identified Capabilities changeable with levees Optimize land allocations to activities by max economic returns">
  • NSF Interdisciplinary Modeling Workshop July 2005 Floodplain Model Implementation Fourier analysis (econometric) simulation of flood levels Monthly average water levels -> flood coverages w/ digital elevation model Land capabilities identified Capabilities changeable with levees Optimize land allocations to activities by max economic returns
  • Slide 47
  • NSF Interdisciplinary Modeling Workshop July 2005 Bioeconomic Modeling Challenges Matching spatial and temporal scales Model complexity Simplifications that lose information (e.g., averaging)
  • Slide 48
  • NSF Interdisciplinary Modeling Workshop July 2005 5. Benefit-Cost Models
  • Slide 49
  • NSF Interdisciplinary Modeling Workshop July 2005 Policy Analysis Maximum Net Benefits Potential Pareto Optimality costs not actually compensated Function of existing distribution Discounting Opportunity cost of time Max NPV = t { (Benefits) t - (Costs) t } (1 + r)t
  • Slide 50
  • NSF Interdisciplinary Modeling Workshop July 2005 6. Risk and Uncertainty
  • Slide 51
  • NSF Interdisciplinary Modeling Workshop July 2005 Sources of Variability Weather Ecological dynamics Geology/geography/topography Technology Households Culture Economy
  • Slide 52
  • NSF Interdisciplinary Modeling Workshop July 2005 Modeling Variability Statistical confidence intervals Monte Carlo simulation
  • Slide 53
  • NSF Interdisciplinary Modeling Workshop July 2005 Challenges Interactions of systems Differences in scale & detail Structural change Pure uncertainty Precautionary principle
  • Slide 54
  • NSF Interdisciplinary Modeling Workshop July 2005 7. Summary Remarks Economics adds people -- systematically Total value vs. price & cost Integrating role Different disciplinary scales and time-frames challenge integration